tag:blogger.com,1999:blog-68794736420532618932024-03-12T18:40:15.460-04:00Adam's WormIan MacInnes' research adventures in animal studies, ecocriticism, early modern poetry and culture at Albion CollegeAnonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-6879473642053261893.post-79619860137451559372019-08-03T14:45:00.003-04:002019-08-03T14:45:48.357-04:00Oils and Waters: Chemical Science in Early Modern Women’s Recipes -- presentation at ACMRS<a href="https://www.academia.edu/39826841/Oils_and_Waters_Chemical_Science_in_Early_Modern_Women_s_Recipes">Here's a link to the full conference paper</a>.<br />
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<span style="font-kerning: none;">Oils and Waters: Chemical Science in Early Modern Women’s Recipes</span></div>
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<span style="font-kerning: none;">The traditional history of science usually considers alchemy to be the medieval and early modern antecedent to the modern sciences of physical transformation. But alchemy, whose practitioners were few and whose language is deliberately obscure may not be the best place to look for an emerging natural philosophy of substances. Less well recognized but potentially as influential were the thousands of early modern women who, even more than physicians and apothecaries, were expected to oversee the health and nourishment of family members. Combined, their household kitchens contained far more tools of distillation than alchemists’ workshops, and together they produced far more medicine than apothecary shops. The evidence for this large scale and ongoing creative work lies in the many unedited and often still un-transcribed manuscript collections of recipes at the Folger, the Wellcome, and other major archives. Drawing on a variety of these manuscripts in English, I argue that the circulation of pharmacological and culinary knowledge among women demonstrates a complex understanding of both the content and the methods of existing natural philosophy. Further, I show that these women were producing creative and original knowledge using old methods on newly available materials. Finally, I use a variety of sources, including poems, plays, and letters as evidence that women’s authority in these areas was often tacitly recognized and therefore influential. </span></div>
Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-42338382987953062062017-02-14T22:26:00.002-05:002017-03-01T23:35:14.788-05:00These Violent Delights have Violent Ends: The Sword and the Instant of Time in Romeo and JulietHere's the abstract of the essay I'll be taking to the Shakespeare Association of American in Atlanta (April 2017). If you'd like to comment on the full draft, you can <a href="https://www.academia.edu/s/7ceb7a9545/the-sword-and-instant-of-time-in-romeo-and-juliet">do that at Academia.edu</a>.<br />
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<span style="font-kerning: none;"><b>The Sword and the Instant of Time in <i>Romeo and Juliet</i></b></span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>It is too rash, too unadvised, too sudden; </span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Too like the lightning, which doth cease to be </span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Ere one can say ‘It lightens.’ </span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>--Juliet</span></div>
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<span style="-webkit-font-kerning: none;">The early moderns’ fascination with the nature of time was particularly acute when it came to its smallest divisions, the so-called instant of time or change, when one action or situation ends and another begins. On the one hand, natural philosophy, beginning with Zeno and Aristotle, had long wrestled with the paradoxical implications of time’s divisibility into discrete instants. On the other hand, the most important human experiences, such as dying or falling in love, were understood to occur in a moment of time so small as to be inaccessible to human understanding. Certain disciplines and practices were particularly concerned with understanding, and sometimes theorizing, precise timing, disciplines such as the theatre, music, dance, and above all, fencing. Early modern dueling masters devoted considerable attention to the concept of <i>tempo</i>, described alternately as the instant between two actions or the action between two instants. In appearance, a good swordsman’s movements might seem smoothly continuous, but the discipline was based on the separation of action into discrete moments separated by instants in which one movement ends and another has yet to begin. Theorists sought to define the “true time,” in which an attack should take place. In a fight, failure could produce a mortal wound in an instant. It is no accident that a play like <i>Romeo and Juliet</i>, which is so concerned with the instant of change (in love and death) and in which tragedy results from a failure of timing, is also a play in which dueling plays a significant dramatic role. Drawing on early modern natural philosophy and on fencing manuals by Fabris, Capoferro, Silver, and others, I argue that the instant of time was inherently freighted with a sense of loss and inaccessibility and that this emerging temporal concept drives the tragedy in <i>Romeo and Juliet</i>.</span></div>
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Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-16706427760638094162016-03-07T10:02:00.000-05:002016-03-07T10:02:53.892-05:00Mapping the Bristol Channel Flood of 1607I have been analyzing reports this natural disaster both for the upcoming <a href="http://www.shakespeareassociation.org/">Shakespeare Association of America</a> Conference and for a paper on early modern animals for the SCSC in Belgium. Along the way I made the online map below to help myself understand the scope of the disaster.<br />
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On January 20, 1607 a sudden inundation of the sea coast along both sides of the Severn estuary covered hundreds of square miles in sea water and killed many inhabitants, both people and animals. At least twelve villages appear to have permanently erased.<br />
<iframe allowfullscreen="" frameborder="0" height="520" mozallowfullscreen="" msallowfullscreen="" oallowfullscreen="" src="https://imacinnes.cartodb.com/viz/02f5e90e-c374-11e5-b307-0ecd1babdde5/embed_map" webkitallowfullscreen="" width="100%"></iframe><br />
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The cause is generally accepted to have been a storm surge combined with a spring tide and perhaps some rain-swollen rivers, although in 2004 an argument was advanced that the devastation was caused by a tsunami,<sup>1</sup> based partly on geological evidence and partly on a few of the contemporary accounts like this description from a Welsh author in the pamphlet <em>Gods warning to his people of England</em>:<br />
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<span style="font-size: x-small;">For upon the Tuesday being the 20 of January last ... about nine of the clocke in the morning, the Sunne being most fayrely and brightly spred, many of the Inhabitantes of those Countreys before mentioned, prepared themselves to their affayres ... Then they might see & perceive a far of, as it were in the Element, huge and mighty Hilles of water, tumbling one over another, in such sort as if the greatest mountaines, in the world, had over-whelmed the lowe Valeyes or Marshy grounds. Sometimes it so dazled the eyes of many of the Spectators, that they immagined it had bin some fogge or miste, comming with great swiftnes towardes them: and with such a smoke, as if Mountaynes were all on fire: and to the view of some, it seemed as it: of thousandes of Arrowes had bin shot foorth all at one time, which came in such swiftnes, as it was verify thought, that the Fowles of the ayre could scarse fly so fast, such was the threatning furyes thereof.</span></blockquote>
There are three published accounts of the tragedy in 1607 (one pamphlet came out in two editions in same year), it is memorialized in a variety of church plaques recording the height of the water, and it is mentioned in Camden and in several parish records. <br />
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<sup>1</sup> Simon K. Haslett and Edward A. Bryant, "The AD 1607 Coastal Flood in the Bristol Channel and Severn Estuary: Historical Records from Devon and Cornwall (UK)," <i>Archaeology in the Severn Estuary</i> 15, no. 81–89 (2004). The argument for storm surge was argued most recently in Kevin Horsburgh and Matt Horritt, "The Bristol Channel Floods of 1607 –reconstruction and Analysis," <i>Weather</i> 61, no. 10 (October 1, 2006): 272–77.<br />
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Anon. <em>A True Report of Certaine Wonderfull Ouerflowings of Waters, Now Lately in Summerset-Shire, Norfolke, and Other Places of England Destroying Many Thousands of Men, Women, and Children, Ouerthrowing and Bearing Downe Whole Townes and Villages, and Drowning Infinite Numbers of Sheepe and Other Cattle</em>. London, 1607.<br />
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---. <em>Lamentable Newes out of Monmouthshire in VVales Contayning, the Wonderfull and Most Fearefull Accidents of the Great Ouerflowing of Waters in the Saide Countye, Drowning Infinite Numbers of Cattell of All Kinds, as Sheepe, Oxen, Kine and Horses, with Others: Together with the Losse of Many Men, Women and Children, and the Subuersion of Xxvi Parishes in Ianuary Last 1607</em>. London, 1607.<br />
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---. <em>More Strange Newes: Of Wonderfull Accidents Hapning by the Late Ouerflowings of Waters, in Summerset-Shire, Gloucestershire, Norfolke, and Other Places of England</em>. London, 1607.<br />
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Jones, William of Usk. <em>Gods Warning to His People of England By the Great Ouer-Flowing of the Vvaters or Floudes Lately Hapned in South-Wales and Many Other Places. Wherein Is Described the Great Losses, and Wonderfull Damages, That Hapned Thereby: By the Drowning of Many Townes and Villages, to the Vtter Vndooing of Many Thousandes of People</em>. London, 1607.<br />
<br />Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-54163647411263000402015-12-04T17:58:00.002-05:002015-12-04T18:08:27.651-05:00Finding the BladeWhile in Chicago, I signed up for Renaissance style fencing lessons at <a href="http://www.fortezafitness.com/">Forteza Fitness</a>. This club is a member of HEMA - <a href="https://www.youtube.com/watch?v=7DBmNVHTmNs&feature=youtu.be">Historical European Martial Arts</a>. Their goal is to reconstruct early forms of fighting, through careful study of primary documents and with hands-on experimentation. I signed up on lark (swords!) but I quickly discovered that learning to fence in the Renaissance Italian style (the style that became popular in Elizabethan England) was opening my eyes to concepts and connections I had before understood only hazily and indirectly. It is a testament to the value of experiential learning. Not only was I understanding more deeply the material culture of the past, but I was appreciating its connection to a variety of common early modern concepts. My esteemed instructor, Trey Ptak, is a man who, but for his name, could have stepped from the pages of Alexandre Dumas. He teaches, partly in Italian, directly from the pages of dei Liberi, Fabris, and Capoferro. Imagine a gym class that begins with a lecture on dueling and sword design and in which discussion ranges from <em>Romeo & Juliet</em> to Aphra Behn. Here are some of the things I have learned, or relearned.<br />
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<li>One of the most familiar concepts in Renaissance court culture is what the Italians called <em>sprezzatura</em>. Castiglione describes it best. The courtier should strive, "to do his feats with a slight, as though they were rather naturally in him, than learned with study: and use a Recklessness to cover art, without minding greatly what he hath in hand, to a man's seeming." When I teach the literature of this period, we always spend some time on this concept, reading Castiglione and considering the implications for a culture in which a gentleman is always deliberately advertising his recklessless and nonchalance without apparent regard for the consequences (consequences which in a Renaissance court could be deadly). The sword of course, was one of the quintessential marks of a gentleman, so it is no accident that its use would demonstrate the basic principles of aristocratic identity. However, handling a sword according the principles laid down in ancient fighting manuals brings this concept into sharp focus. Every aspect of swordplay seems designed to evoke casual disregard for consequence. The shoulders are relaxed, the sword held lightly, every movement is to be elegant, ideally liquid and without apparent effort. At the same time, the weapon is deadly, with a fine point (ours are blunted, thank heavens), and the game is one of life and death. I can think of no better analogue for court life in, say, the court of Henry VIII. It makes me think anew of Shakespeare's Richard II talking about Death: <br /><blockquote>
As if this flesh which walls about our life, <br />
Were brass impregnable, and humour'd thus <br />
Comes at the last and with a little pin <br />
Bores through his castle wall, and farewell king!</blockquote>
The sword embodies both the bravado of the Renaissance courtier and his necessary anxiety.</li>
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<li>The earliest fencing manuals were conceived in part by mathematicians. As a result there is a clear emphasis on geometry in the practice which reflects a well-known larger interest in geometry in Renaissance culture as a whole. The various guard positions are designed to create what has since been called a "cone of defense," in which attacks originating from a single point need to be deflected only outside a narrow cone that includes the body of the defender. See, for example, the aerial diagram of the two main guard positions, terza and quarta (3rd and 4th), in which a slight repositioning of the blade suffices to ward off two different attacks.<img align="left" src="http://aulis.org/guards.jpg" height="400" /> This process, while invoking the nonchalant "just enough" quality of <em>sprezzatura</em>, echoes Renaissance developments in fortifications, which were also driven by geometric principles. The most famous illustrations are by Vauban, but the basic principle is the same as in fencing, only in reverse. A bastion is built to take up the entire cone of defense formed by defensive cannon, denying any sheltered spots for an attacker.<img align="left" src="http://aulis.org/vauban.jpg" height="300" /> Renaissance fortification is also based on the concept of forward defense or of treating defense as a kind of offense. Likewise Renaissance fencing manuals considered offense to be an extended form of defense. The classic attack, today called a "lunge," was for the Italian writers, merely an extension of a guard. One attacks by extending a guard, thus protecting oneself while attacking. Renaissance ideas about fortification had a huge influence upon the radial design of cities in the period, and cities in turn had an influence upon the human mind. The connections might seem obvious, but until I was forced to hold a sword in the various guards and to watch the effect of those guards upon the blade of an opponent, I had not thought to connect swordplay with city architecture or with larger ideas about cognition.</li>
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<li>The language of Renaissance fencing is also the language of music and dance, based on terms like <em>tempo</em> (time) and <em>misura</em> (measure). One is in measure (in attacking distance) or out of measure. One can attack in false time or in true time. A tempo in fencing can be described as either the pause between two movements or the movement between two pauses. In reality, a good fencer's movements may seem smoothly continuous, but the discipline is based on the separation of movement into discrete moments separated by instants in which one movement ends and another has yet to begin. I may be extrapolating too far here, but physically engaging in swordplay on a Renaissance plan makes me realize the extent to which basic concepts of time are under construction at the time. Writers of the period are fascinated by what has been called the instant of change, when one action or situation ends and another begins. The instant itself is vanishingly small, but it is still recognized as a thing since two states, such as life and death, are clearly different. It is therefore probably no accident that a play like <em>Romeo & Juliet</em>, which is so interested in the instant of change (falling in love, dying) is also a play in which fencing plays a dramatic role. </li>
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Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-89890502749430360012015-03-17T22:37:00.002-04:002015-11-03T12:26:48.205-05:00Golden Verse for a Golden Valley: Poetry, Agricultural Innovation, and the Environment in Early Modern Herefordshire<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: 'Times New Roman'; font-size: 12px; text-align: left;">
Here's what I'm planning for the 2016 MLA</div>
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<b>Poetry, Agricultural Innovation, and the Environment in Early Modern Herefordshire</b></div>
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The animal-centered qualities of early modern England have been well documented both by historians and literary scholars. Less well theorized have been the effects of an increasingly animal-centered economy on broader attitudes toward the agricultural environment. By some accounts, livestock density doubled in the course of the sixteenth-century, a phenomenon driven by the increasing appetite of the markets of London for meat, wool, and other animal products. These animals needed fodder, and the consequence was increasing agricultural innovation. In the early sixteenth century English pastures were in “a natural biological state”; by the end of the century they were “systematically cultivated, fertilized, and sown.”(1)<span style="font-size: 8px;"><sup></sup></span> The English meadow, so frequently a metonymy for the concept of nation, was becoming a site of dramatic environmental change, and England’s poetic resources were sometimes mobilized in the service of this change. I explore the results of this process in one especially pastoral region that felt these pressures acutely: Herefordshire and in particular the so-called “Golden Vale” along the river Dore. This was, among other things, the site of Rowland Vaughan’s famous invention of the water meadow. Drawing upon the encomiastic poetry of Robert Davies, Michael Drayton, and others, I argue that the poetry heralding early modern English agricultural innovation draws upon pastoral traditions in ways that deliberately cloak the dramatic environmental effects of such innovation. In this process it resembles the modern optimistic discourse of “sustainability” that fuels visions like Richard Alley’s “ten billion smiling people.”(2)<span style="font-size: 8px;"><sup></sup></span></div>
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(1) <span style="-webkit-text-stroke-width: initial; font-size: 11px;"> </span><span style="-webkit-text-stroke-width: initial; font-size: 11px;">Mark Overton, </span><i style="-webkit-text-stroke-width: initial; font-size: 11px;">Agricultural Revolution in England: The Transformation of the Agrarian Economy 1500-1850</i><span style="-webkit-text-stroke-width: initial; font-size: 11px;">, (Cambridge, England: Cambridge University Press, 1996) 111.</span></div>
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<span style="-webkit-text-stroke-width: initial; font-size: 11px;">(2) </span><span style="-webkit-text-stroke-width: initial; font-size: 11px;"> </span><span style="-webkit-text-stroke-width: initial; font-size: 11px;">Richard B. Alley, </span><i style="-webkit-text-stroke-width: initial; font-size: 11px;">Earth: The Operators’ Manual</i><span style="-webkit-text-stroke-width: initial; font-size: 11px;"> (New York: W. W. Norton & Company, 2011).</span></div>
Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-83732479673353989562015-03-09T17:39:00.000-04:002015-03-09T17:39:23.850-04:00Map of Early Modern London (MoEML) provides amazing research opportunities for students<div class="separator" style="clear: both; text-align: center;">
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I'm very happy that my two students, Dana Demchak and Kate Casebeer, have been approved for <a href="http://www.albion.edu/academics/academic-research/fursca/">FURSCA</a> funding to work this summer on animal-related entries for the <a href="http://mapoflondon.uvic.ca/">Map of Early Modern London digital humanities</a> project. Dana is going to start with the Royal Mews and Kate with the city Dog House.Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-21388741646064066072014-12-27T12:11:00.000-05:002015-03-09T17:51:23.035-04:00Cow-Cross Lane and Curriers Row: Animal Bodies in the Procedural Rhetoric of Early Modern London<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: 'Times New Roman'; font-size: 12px; text-align: center;">
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Here's my abstract for the "Animal Materialisms" seminar for the Shakespeare Association of America Conference (Vancouver, April 2105)</div>
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Of the enormous number of animals that entered London in the latter half of the sixteenth century, few ever left the city alive. This process is captures what Erica Fudge has called the creation of “animal-made-objects,” and by its logic the city itself can be considered a vast tool for turning animals into objects, from food to clothing. But Fudge also coined her term to conjure up its reversed meaning: not animals objectified but “objects constructed from animals” (42). If we extend both meanings of the term to the city, we might say that while early modern London made animals into objects, it was also a city made out of animals: it was itself an animal-made-object. In the past fifteen years, early modern animal studies has explored animal bodies largely through individual details. In what follows, I take a different approach to the issues. Rather than choosing a particular variety of animal (horse, dogs, etc.) or a particular animal-related event (bear baiting, etc.), as so many, including myself, have done before, I explore the value of viewing the various animal-human networks in one place and from a great height. My goal in this essay is to analyze early modern London’s “procedural rhetoric” (borrowing a term from Ian Bogost’s game theory) with respect to the animal bodies that had come to shape the city both economically and materially. I take as a primary source the multiple layers of content created by Janelle Jenstad and others in the Map of Early Modern London project (MoEML), layers which can be combined (GIS-fashion) to demonstrate visually the interrelationship between different stages in animal-encounters, from generation through transportation, processing, and consumption. I draw also upon a variety of literary and extra literary sources to authenticate in a more familiar textual sense the larger persuasive rhetoric of the city. Ultimately, I argue that the procedural rhetoric of early modern London constantly drew its human inhabitants into multiple and historically persistent forms of identification with animal material, shaping their behavior, their language, and their sense of communal identity. The value of approaching animal London as a coherent rhetorical system is that doing so allows us to see how its persuasive logic both underlies and causes the kind of persistently animal-centered textual discourse that has become so familiar to us.</div>
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<span style="font-size: x-small;">(1) <span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: 'Times New Roman';">This claim is not as hyperbolic as it sounds. Thanks to the work of historians over the last thirty years, it is well understood not only that early modern Western Europeans were more dependent on domestic animals than other cultures of the time but that England, particularly in the late sixteenth century was even more animal-dependent than other European nations. </span><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: 'Times New Roman';"> </span></span></div>
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Bogost, Ian. <i>Persuasive Games: The Expressive Power of Videogames</i>. Cambridge, MA: The MIT Press, 2010.</div>
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Fudge, Erica. “Renaissance Animal Things.” <i>Gorgeous Beasts: Animal Bodies in Historical Perspective</i>. Ed. Joan B. Landes, Paula Young Lee, and Paul Youngquist. University Park, Pa: Penn State UP, 2012. 41–56.</div>
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“MoEML: The Map of Early Modern London.” N.p., n.d. Web. 11 Dec. 2014.</div>
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Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-45448502613922076482014-05-16T10:40:00.002-04:002014-05-20T10:44:47.622-04:00Why are rivers a traditional part of the pastoral idiom? In the conference version of my paper on the great Eastern rivers in English lyric, I wrote from the assumption that rivers had always been “a staple of pastoral poetry.” This is true, but the reasons for it are complex and appear to offer a path to understanding the way that pastoralism, primitivism, and biblical history merged in seventeenth-century English poetry. The simplest explanation is that since pastoral poetry has an agricultural setting, rivers, as sources of irrigation would naturally play an important part. But this straightforward explanation is eclipsed by the pressures of culture and literary history. <br />
Pastoral poetry arose in the classical world, and is first represented in the <i>Idylls</i> of Theocritus. His poems are lighthearted and bucolic, but they are at least partly mythological: the nymph Daphnis, legendary creator of pastoral poetry, is a central topic. Rivers, fountains, and springs had always served as important loci for the place-bound polytheism of the Hellenic world, which is why so many of the stories passed down involve such watery locales. For Theocritus, though, and for his many imitators over the centuries, springs and rivers serve partly as décor and partly as allusion to the sounds of poetry. The shepherd Thyrsis exclaims, at the beginning of the first <i>Idyll</i><br />
<blockquote class="tr_bq">
Sweet is the music of yon whispering pine<br />
Beside the spring; and, goatherd, sweetly thou pipest.</blockquote>
The goatherd replies,<br />
<blockquote class="tr_bq">
Sweeter, O Shepherd, is a song of thine<br />
Than the loud murmur of yon waterfall <br />
That plushes down the crag.(1)</blockquote>
Out of this tradition was born the idea that pastoral poetry takes place within the sound of flowing water, and the shepherd/poet is always near a river. The most famous of the <i>Idylls</i>, #5, begins, “Once upon a time three friends went forth from the city together, / Eucritus, I, and Amyntas, down to the river of Hales.” <br />
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Paralleling the classical tradition is a biblical one. In Genesis we are told:<br />
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And out of Eden went a river to water the garden, and from thence it was divided, and became into four heads. <br />The name of one is Pishon; the same compasseth the whole land of Havilah, where is gold. <br />And the gold of that land is good; there is Bdellium, and the Onyx stone.<br /> And the name of the second river is Gihon; the same compasseth the whole land of Cush. <br />The name also of the third river is Hiddekel; this goeth toward the Eastside of Asshur.<br />And the fourth river is Perath. (2:10-14)</blockquote>
The notes in the Geneva Bible are thick in this passage, informing the reader of the location of Havilah, the possible identification of “bdelium,” and the fact that Hiddekel and Perath are the Tigris and Euphrates. Perhaps because it connects a legendary place with a known geography, this passage played an important part in subsequent representations of paradise, and rivers became firmly associated with the idea of an edenic world, the Judeo-Christian parallel to the classical Golden World. Combined, these threads help explain the prevalence of rivers in primitivist and pastoral settings.<br />
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I’ll need to go back to Wyman Herendeen’s book, <i>From landscape to literature: the river and the myth of geography</i>, to see how much of this he has already covered. <br />
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(1) Theocritus. <i>The Idylls of Theocritus</i>. Trans. James Henry Hallard. Rivingtons, 1901. Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-34396477087876437742013-12-01T12:56:00.001-05:002015-03-09T17:52:36.100-04:00“Despisèd straight”: Shakespeare's observation of semantic memory bias<div style="text-align: left;">
Here's my abstract for the Shakespeare Association of America conference this spring (2014) in St. Louis.</div>
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“Despisèd straight”: Shakespeare's observation of semantic memory bias </div>
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Abstract</div>
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The large number of early modern works devoted to memorization suggest how important memory was to the early moderns, but they also foreground the epistemology of memory (its adequacy or faithfulness) at the expense of more psychological concerns. In particular, because such texts were primarily concerned with verbal or visual memory, they tended to obscure the key role of emotion except as catalytic or fixative (remembering using images that conjure up strong emotions). To some extent modern scholarship has tended to replicate the early modern focus. Those working on Shakespeare’s sonnets, for example, have tended to concentrate on the poems to the Young Man, in which memory is explicitly invoked, and on the adequacy or inadequacy of memory as represented by certain metaphorical models. Few focus on the process of recollection itself, and fewer still on the ways that emotions such as erotic desire shape remembrance. Drawing on early modern theories of the passions, on Aristotle, and on modern psychological studies, I argue that the <i>Sonnets</i> move from an obsession with the adequacy of memory as a record of individuals and emotions toward a recognition that memory is a process utterly contingent upon the passions of the mind.Lycimniushttp://www.blogger.com/profile/05302709318620811520noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-78500859842418574362013-03-19T08:36:00.002-04:002015-05-22T09:54:59.580-04:00“Thou by the Indian Ganges’ Side”: The Eastern river in Early English Lyric<br />
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Here's the abstract for my seminar paper for this year's SAA in Toronto:<br />
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<b>“Thou by the Indian Ganges’ Side”: The Eastern river in Early English Lyric</b></blockquote>
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Considerable critical attention has been devoted over the years to the subject of domestic rivers in early modern English culture.(1) River banks have always been a staple pastoral locale, but by the seventeenth-century, English rivers became the basis of a small genre of panegyric poetry and the structural basis for chorographical works, most famously Drayton’s Poly-Olbion. In his recent essay “Fluvial Nation,” Andrew McrAae argues that rivers were a uniquely English subject and that their appearance in poetry reflects an attempt to incorporate the concept of mobility within the discourse of nationalism.(2) Much less attention has been devoted to the presence of foreign rivers in English poetry, although the great eastern rivers, the Nile, the Indus, and especially the Ganges, make an appearance in nearly every major river poem. In fact, English poets consistently place domestic rivers in the context of the most famous foreign rivers. Drawing on a variety of extra-literary sources and on selected passages from the lyric, I argue that the literary conventions governing eastern rivers are remarkably similar to developing early modern English attitudes toward their own rivers. First, the traditional role of the eastern river as geographical boundary or marker became one basis for the notion that local rivers could convey regional or national identity. Second, the legendary wealth associated with eastern rivers was realized in England’s mercantile adventures on the one hand and in the increasing attention to property interests in domestic rivers on the other. Finally, the exotic and fabulous alterity always connected with foreign rivers allowed English rivers to become a pastoral and lyrical space. Thus the appearance of the great eastern rivers in English verse anticipates and partially determines the role of the domestic river.</blockquote>
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(1) See for example, Wyman H. Herendeen From Landscape to Literature: The River and the Myth of Geography (Pittsburgh, PA: Duquesne UP, 1986), or Maggie Kilgour. “Writing on Water.” English Literary Renaissance 29.3 (1999): 282–305.<br />
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(2) Mcrae, Andrew. “Fluvial Nation: Rivers, Mobility and Poetry in Early Modern England.” English Literary Renaissance 38.3 (2008): 506–534.Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-20448943266604772242010-12-16T14:44:00.002-05:002010-12-16T14:47:20.064-05:00Summer's DistillationFinally turned in my abstract for a paper at the Shakespeare Assocation of America in the spring:<br /><br /><div style="text-align: center;">Summer’s Distillation<br />abstract<br /></div><br />Shakespeare’s <span style="font-style: italic;">Sonnets</span> have so far prompted very little eco-criticism, not because they lack references to the natural world but perhaps because the poems’ seasonal metaphors and flower images have seemed to reflect poetic conventions rather than any real interest in the natural world. Recently, however, there are some signs that scholars may be willing to reconsider this position. Robert Markley’s very fine chapter in <span style="font-style: italic;">Early Modern Ecostudies</span> argues that the Sonnets’ insistence on the shortness of summer reflects a concern with actual climatic conditions in Europe’s “little ice age.” Robert Watson’s <span style="font-style: italic;">Back to Nature</span>, while not commenting on the <span style="font-style: italic;">Sonnets</span> themselves, tentatively offers the claim that Shakespeare’s response to the natural world blends the inherently conflicting poetics of what was to become metaphysical and cavalier poetry (373). Drawing in part on Watson’s suggestions, I argue that the seasonal and natural language of the <span style="font-style: italic;">Sonnets</span> dramatizes an unresolved conflict at the heart of Shakespeare's poetic project. On the one hand, the poems approach the progress of the seasons as a process capable of being both countered and co-opted, literally in the case of distillation, harvest, or marriage, and poetically through the speaker’s often triumphant insistence on metaphor and simile, as in Sonnet 18’s “Shall I compare thee to a summer’s day.” On the other hand, the poems simultaneously portray the natural world as an irreducible and immutable metonymic part of the larger drama of the vegetable soul, something many early modern natural philosophers saw as common to all living things, as in Sonnet 73’s “That time of year thou mayst in me behold.” <br /><br />Markley, Robert. “Summer's Lease: Shakespeare in the Little Ice Age.” <span style="font-style: italic;">Early Modern Ecostudies</span>: From the Florentine Codex to Shakespeare. Ed. Thomas Hallock, Ivo Kamps, & Karen Raber. New York: Palgrave, 2008. 131-142. <br />Watson, Robert N. <span style="font-style: italic;">Back to Nature: The Green and the Real in the Late Renaissance</span>. Philadelphia: U of Pennsylvania P, 2007.Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-45620002136424488722010-12-01T22:34:00.002-05:002010-12-01T22:46:08.198-05:00The return of Adam's wormOK, so looking at my last post, I see I was a bit optimistic. Year... week... what's the difference?<br /><br />Out of the blue I got a note from an old colleague asking whether I might have an essay to contribute to an almost complete volume that needed something on "land animals" in the Renaissance. I suggested this piece, one I had originally intended for another book that never materialized :( Here's the abstract:<br /><br /><span style="font-weight: bold;"></span><blockquote><span style="font-weight: bold;">Adam’s Worm: Invertebrate life in the Early modern English Body</span><br />Abstract<br /><br />"From whence came these insects in all these bodies?"<br />Daniel LeClerc, A Natural and Medical History of Worms<br /><br />For a variety of reasons, recent scholarship on early modern zoology has tended to focus on large perennially charismatic creatures.(1) The development of ecocriticism, however, has made clear the need for a wider vision, one that allows us to understand how individual disciplines such as zoology participated in wider attitudes toward the interplay between humans and the natural environment.(2) In the case of zoology, it is actually in the lower reaches of land animals, among humble invertebrates like worms and caterpillars that one finds the most profound distance between early modern natural philosophy and modern science and consequently the most visible evidence of epistemological change at work. Creatures like worms and caterpillars challenged basic notions of ontogeny. On the one hand, they were associated with putrefaction and death. On the other hand, their astonishing fecundity and apparently spontaneous derivation within substances made them the most basic example of the generation of life. Indeed, popular opinion had it that Adam was created with his worm already inside him. In this essay, I begin by drawing on works ranging from Latimer’s sermons to early treatises on helminthology in order to suggest that the paradoxical notion of life arising from putrefaction resonates with more general early-modern English ambivalence about what constitutes economic, political and social well-being. The two concepts are so closely related, indeed, that the connection goes beyond metaphor into metonymy. Invertebrates like worms and caterpillars served in many cases as a metonymic representation of an ambivalence that runs equally through both natural philosophy and early modern society, including its literary works. The best-known literary text in which this ambivalence plays a major role is Shakespeare’s Hamlet, revolving as it does around the notion that there is something "rotten" in the Danish state. The play is full of references to invertebrate life. The zoological and the political find their natural concurrence in Hamlet’s everyday language. In the second half of this essay, I suggest that the metonymy of worms might cast new light on passages traditionally understood mainly as metaphorical or merely symptomatic of Hamlet’s condition. These images suggest that Hamlet’s ambivalence is not personal but a symptom of a larger cultural uncertainty metonymized by invertebrate life. The social forces at work in the play are of a piece with the most basic zoological categories of generation and corruption.<br /><br />1. See for example Erica Fudge, Ruth Gilbert and Susan Wiseman, eds., At the Borders of the Human: Beasts, Bodies and Natural Philosophy in the Early Modern Period (New York: Palgrave, 2002), Bruce Boehrer, Shakespeare among the Animals: Nature and Society in the Drama of Early Modern England (New York: Palgrave, 2002).<br /><br />2. The breadth of the field is indicated in a wonderful series of papers derived from a 1994 ASLE conference: Michael Branch, Defining Ecocritical Theory and Practice, 1994, ASLE, Available: http://www.asle.umn.edu/conf/other_conf/wla/1994/1994.html, July 17 2006.<br /></blockquote>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-10985558677836470122009-12-02T22:21:00.002-05:002015-05-22T09:53:38.991-04:00NostosHere's my abstract for the Shakespeare Association. My session is on "Shakespeare and Global Capitalism." I'm feeling as though I'm not sure of the topic any more, though. Half of the abstracts submitted so far are on global capitalism in the Renaissance; half are on the currency of Shakespeare in modern global capitalism. Mine is of the former ilk. Here's the abstract:<br />
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<span style="font-weight: bold;">203 Barbary Apes: Misadventures in Global Capitalism and the Geography of Time in Shakespeare's England</span></blockquote>
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One of the peculiarities of early global trade, from a modern perspective, is the fact that information moved at more or less the same speed as goods. As the distances over which trade was conducted increased dramatically, delays in news and miscommunications also increased. Sometimes the consequences were comic, as with a disastrously mistaken order by a London merchant for "2o[r]3" apes in 1637. More often, however, they threatened to undermine financial markets. A mercantile venture was always, in some sense, a wager against the future. When trade occurred over vast distances, much of that future had already happened; European markets were thus constantly catching up to a future whose dimensions were as much geographical as temporal. The immediate result was a profusion of financial instruments designed to manage and control risk, including aleatory contracts, loans, and investment strategies. More broadly, developments in trade wrought fundamental changes in the understanding of causation, probability, fortune, and even time itself. In this essay I trace some of the connections between the early modern global financial markets and developing attitudes toward causation and probability. These attitudes are clear, I argue, not only in works like <span style="font-style: italic;">The Merchant of Venice</span> where economics plays a key role but more subtly and profoundly in tragedies like <span style="font-style: italic;">Hamlet</span> and <span style="font-style: italic;">Macbeth</span>.</blockquote>
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Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-22716830605287567092009-05-12T22:51:00.001-04:002009-05-12T22:51:24.093-04:00Thinking about causality in Star Trek<div xmlns='http://www.w3.org/1999/xhtml'>So I was reading a short interview online with the writers of the new Star Trek movie, and I came across an interchange about coincidences:<br/><blockquote><small><b>Kurtzman</b>: One of the things we're playing to is the theme of destiny ... the idea that it wasn't actually random chance. It seems like random chance if you run into Spock in that cave, but it wasn't. And in some way, the time stream is trying to mend itself. </small><p><small><b>MTV</b>: And how about Scotty? Is it a coincidence that he happens to be on that moon as well? </small></p><p><small><b>Kurtzman</b>: It goes back to the idea that the time stream is trying to mend itself. These characters are essentially destined to find each other in one way or another — and that fate is literally bringing them together. </small></p></blockquote>Where exactly do we get this idea that the "time stream" desires to "mend itself"? It's the modern version of Aristotle's first cause. One of the writers even says that quantum mechanics give a mathematical basis for destiny. I'm not sure how this works, since quantum mechanics only demonstrate a mathematical basis for uncertainty and perhaps for free will. This isn't the same as destiny, quite the opposite. <br/><br/>I've been thinking how astonishingly easily we accommodate the unpredictability of the individual event with the predictability of aggregate events. We can even believe that single events are <u>inherently</u> unpredictable even if the aggregate is entirely predictable. This is a conceptually weird position.<br/><br/><div style='line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;'> <p style='margin: 0pt;'>“'Star Trek' Writers Answer Five Burning Questions - News Story | Music, Celebrity, Artist News | MTV News.” 13 May 2009 <http://www.mtv.com/news/articles/1611247/20090512/story.jhtml>.</p> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=767dfa3d-82b7-8bee-8607-0724f10f2dc3' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-42669920082499249732009-04-30T21:55:00.001-04:002009-04-30T21:55:40.693-04:00Mystery still unsolved<div xmlns='http://www.w3.org/1999/xhtml'>So in idle moments I've been trying to figure out why caterpillars, butterflies, and snails appear on the covers of Psalms. You would think that, having written on the topic of invertebrates, I'd know, but so far I am turning up only negatives. Here are some of them.<br/>a) It's not typological. The caterpillar's transformation to butterfly simply wasn't deployed as an image of transformation or metamorphosis as far as I can tell.<br/>b) It's not part of a traditional iconography of David or of the Psalms.<br/>c) There are very few references to any of these creatures in the Psalms. OK, there are some, and the melting snail of Psalm 58 is particularly interesting. But overall, the Psalms have fewer insect images than other parts of the Bible. <br/>c) These creatures have uniformly negative connotations. If they represent anything, it would be the wrath of God, sin, or the fallen world. But they're not unique to the Psalms. <br/><br/>Very puzzling. I'll keep thinking.<br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=49b6f01d-6c57-8890-be7e-ae699f2828ca' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com2tag:blogger.com,1999:blog-6879473642053261893.post-29316390208328380422009-04-20T22:54:00.001-04:002009-04-20T22:54:55.435-04:00Thinking about Goliath<div xmlns='http://www.w3.org/1999/xhtml'>I was struck by a post by Sarah Werner on her blog, <a href='http://wynkendeworde.blogspot.com/2009/04/david-and-goliath.html' target='_blank'>Wynken de Worde</a>, on an embroidered binding of a 1639 Psalter. Here's the image she uses from the Folger Library (I hope fair use covers this potential copyright issue):<br/><br/><img src='http://1.bp.blogspot.com/_ei1qfCh5FYY/SeZLNqyebjI/AAAAAAAAA7M/aUB-cKtMKYA/s400/000153.jpg' style='max-width: 800px; float: left; margin-top: 10px; margin-bottom: 10px; margin-right: 10px;'/><br/>The binding, which is carefully, if not beautifully, embroidered, shows two images of David, one with a sling and other (on the front) holding the severed head of Goliath. I wondered at the implications of this binding. Of course, the battle with Goliath was certainly one of the famous episodes of the psalmist's life, but since the psalms were frequently deployed in the early modern period as poems about the struggle of the righteous against powerful enemies, this episode has a particularly polemical charge. William Gouge uses the Goliath story to argue that David is a type of Christ, who "in like manner did Combat with, and overcame that great Goliah the Devil" (190), and he notes the Goliath story in the margins when he talks about David's "putting forth himself to the uttermost for Gods Church" (188). Given the direction that religious conflict was taking in England in the 1640s, it's also hard not to imagine that this image looks forward to the beheading of Charles I in 1649. In the decade immediately following this event, references to Goliath were extremely common. Usually the story was employed to justify some kind of resistance to the demands of those imagined as more powerful. <br/><br/>As I look more closely at the binding (the Folger has a great site for high quality images), I notice the odd selection of creatures floating around David: a caterpillar, a butterfly, a worm, a fly, a bird, and a snail. The rendering of the embroidery reminds me of a child's work, too. Are these creatures are being employed typologically - as images of transformation or the movement of the soul, say? And what does that have to do with the death of Goliath? Or is it a reference to the taunting in 1Samuel17, where David promises to "give the carcasses of the host of the Philistines this day unto the fowls of the heaven, and to the beasts of the earth" (Geneva Bible)? The animals in the binding, at least, are creatures of corruption, as earthly as one can get. I don't think they're just decorative. Time for bed. There's lots more that could be done.<br/><br/><div style='line-height: 2em; margin-left: 0.5in; text-indent: -0.5in;'> <p style='margin: 0pt;'>Gouge, William. <span style='font-style: italic;'>A learned and very useful commentary on the whole epistle to the Hebrews</span>. London, 1655. <span title='url_ver=Z39.88-2004&ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A%20learned%20and%20very%20useful%20commentary%20on%20the%20whole%20epistle%20to%20the%20Hebrews&rft.place=London&rft.aufirst=William&rft.aulast=Gouge&rft.au=William%20Gouge&rft.date=1655' class='Z3988'><br/></span></p> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=22b202a7-3fad-8242-a660-19f9ec0f5244' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-40152186278288991692009-04-17T23:38:00.001-04:002009-04-17T23:38:23.419-04:00Failing to ignore Aristotle<div xmlns='http://www.w3.org/1999/xhtml'>I had hoped not to have to spend much time with philosophy, but this sentence from Arbuthnot reminded me that I need to brush up on Aristotelian causation:<br/>"it is no Heresie to believe, that Providence suffers ordinary matters to run in the channel of second causes." <br/>Easy for Arbuthnot to say, but this is precisely the issue that concerns people in the century before. A casual EEBO search for "second causes" turns up 796 works... and a quick survey of the results suggests that many are relevant. I don't know why I haven't come across more references to Aristotelian causation in the period. Well, I guess I do know. It's because the language turns up mainly in religious works -- which is why my student handout on it is in my Milton folder :) More on this later (lots of work needed first).<br/>Actually, Aristotle's first two causes, final and efficient, are both familiar to us. Modern science admits only of the efficient cause (#2)- the means and manner in which something comes into being, but in the human world we care mainly about final causes (#1)- the purpose for which something comes into being. The other two causes are somewhat more obscure (they don't seem like causes to me). Chance, of course, is in the modern world a second or "efficient" cause. Understanding this requires one to realize as Arbuthnot puts it, "that Chance ... is nothing but want of Art" and that therefore the mathematics of probability is kind of a second-best approximation. <br/><br/>Oh, one piece of news. My article on Daniel has actually passed its peer review at <i>Appositions</i>. One thing that can be said for baby journals is that they're fast. <br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=8e158047-694b-8338-80dd-556b5e819864' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-51929925965893143732009-04-16T11:17:00.001-04:002009-04-16T11:17:16.710-04:00The fungibility of hazard: reading forward<div xmlns='http://www.w3.org/1999/xhtml'><img alt='' src='http://lh6.ggpht.com/_WMO01xtPnuk/SedL-eCxD1I/AAAAAAAAAGg/EF6f2-2EQ7k/%5BUNSET%5D.png?imgmax=800' style='float: left; margin-top: 10px; margin-bottom: 10px; margin-right: 10px;'/>As a useful endpoint, I read John Arbuthnot's 1692 book <i>Of the laws of chance</i>. This was the first English publication on probability theory. It is mostly a translation of Huygens (1657), but of course Arbuthnot's introduction is his own. I think some of the examples are his as well. There are two things that struck me about this piece. The first is the extent to which Arbuthnot claims that mathematical probability applies to the world at large. "All the Politicks in the World," he says "are nothing else but a kind of Analysis of the Quantity of Probability in casual Events." The second is the degree to which he employs economics to convey his ideas. His most basic principle is that ""Ones Hazard or Expectation to gain any thing is worth so much, as, if he had it, he could purchase the like Hazard or Expectation again in a just and equal Game" (B2). This sounds confusing, but he gives an example to make it clear. If someone has hidden seven shillings in one hand and three in the other and says "choose one hand and I'll give you the contents" Arbuthnot argues that this is equivalent to being given five shillings. This means that chance itself has a value predicated on exchange. He's not really thinking of commodification as much as fungibility. This is the real epistemological revolution behind the idea of probability. It's what I need to look for in earlier accounts.<br/> <br/>Arbuthnot, John. <span style='font-style: italic;'>Of the laws of chance, or, A method of calculation of the hazards of game plainly demonstrated and applied to games at present most in use : which may be easily extended to the most intricate cases of chance imaginable.</span> London 1692. <span title='url_ver=Z39.88-2004&ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Of%20the%20laws%20of%20chance%2C%20or%2C%20A%20method%20of%20calculation%20of%20the%20hazards%20of%20game%20plainly%20demonstrated%20and%20applied%20to%20games%20at%20present%20most%20in%20use%20%3A%20which%20may%20be%20easily%20extended%20to%20the%20most%20intricate%20cases%20of%20chance%20imaginable.&rft.publisher=London%20%3A%20Printed%20by%20Benj.%20Motte%2C%20and%20sold%20by%20Randall%20Taylor%20...%2C%201692.&rft.series=Early%20English%20Books%20Online&rft.aufirst=John&rft.aulast=Arbuthnot&rft.au=John%20Arbuthnot&rft.date=1692' class='Z3988'><br/></span><div style='line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;'> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=6c64696c-04ea-8eb1-bdd5-0823b9a743aa' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-74680164179796683082009-03-30T22:18:00.001-04:002009-03-30T22:18:48.357-04:00Mercantilism vs. hazard<div xmlns='http://www.w3.org/1999/xhtml'>Sorry it's been so long... doing some pro bono work, as it were, for the local school.<br/><br/>Now according to most economic histories, early modern England is supposed to be deeply mercantilist, believing that wealth and money are synomous, and interested in hoarding specie [the word itself incorporates the mercantilist view of money] via a positive balance of trade. I've rarely seen this belief expressed in early modern English texts, though, and a nice article by Mark Notzloff helps explain why. He argues that by the end of the 16th century, mercantilism had become associated in English minds with Spanish policies, and the English colonists weren't finding gold anyway, so they were more likely to laud domestic production and circulation. I disagree with his ultimate claims about the <i>Merchant of Venice</i> (his literary text), but I like the broad historical claim. It reinforces the protocapitalist nature of risk. At this point I don't think there is any historical resolution to the contradictory economic aspects of risk: a) legitimizing because divine and b) the logical end of an idolatrous economic trend. Tomorrow I'm going to declare a temporary end to the purely economic stuff and turn to games of chance (not literally - a pox upon the new Firekeepers casino down the road!). <br/><br/><div style='line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;'> <p style='margin: 0pt;'>Notzloff, Mark. “The Lead Casket: Capital, Mercantilism, and the Merchant of Venice.” <span style='font-style: italic;'>Money and the Age of Shakespeare: Essays in New Economic Criticism</span>. Ed. Linda Woodbridge. New York: Palgrave Macmillan, 2003. 159-172. <span title='url_ver=Z39.88-2004&ctx_ver=Z39.88-2004&rft_id=urn%3Aisbn%3A140396307X&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=The%20Lead%20Casket%3A%20Capital%2C%20Mercantilism%2C%20and%20the%20Merchant%20of%20Venice&rft.place=New%20York&rft.publisher=Palgrave%20Macmillan&rft.aufirst=Linda&rft.aulast=Woodbridge&rft.au=Linda%20Woodbridge&rft.au=Mark%20Notzloff&rft.date=2003-11-15&rft.pages=159-172&rft.isbn=140396307X' class='Z3988'><br/></span></p> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=db77db87-6898-843a-b987-7bcafe4fdbea' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-63180144671575941382009-03-23T22:36:00.001-04:002009-03-23T22:36:41.545-04:00Risk and inequities of wealth<div xmlns='http://www.w3.org/1999/xhtml'>I've been reading the book Suellyn lent me, Eric Beinhocker's <i>The Origin of Wealth</i>. I'm struck by the role he accords to chance within an economic system. According to him, it "above all" explains inequities in wealth and perhaps even the dynamic quality (not tending to equilibrium) of the whole system (86). I wonder if this chance is the same as the risk which is managed and cultivated within the system itself? In any case, if Beinhocker is right, the relationship between risk and return in a capitalist system is mathematically valid (some have claimed that it's only a convention). <br/><br/>I haven't read far enough to say for sure, but I'm not sure that Beinhocker's model successfully explains the major cooperative undertakings of essentially egalitarian societies in the paleolithic period. If economic systems tend toward the inequality of wealth and if wealth and power are socially synonymous, it's hard to imagine an egalitarian society commanding the kind of complex economy necessary to build, say, Stonehenge. No doubt there's an answer to this further on...<br/><br/><br/><div style='line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;'> <p style='margin: 0pt;'>Beinhocker, Eric D. <span style='font-style: italic;'>The Origin of Wealth: Evolution, Complexity, and the Radical Remaking of Economics</span>. Boston, Mass: Harvard Business School Press, 2006. <span title='url_ver=Z39.88-2004&ctx_ver=Z39.88-2004&rft_id=urn%3Aisbn%3A157851777X&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The%20Origin%20of%20Wealth%3A%20Evolution%2C%20Complexity%2C%20and%20the%20Radical%20Remaking%20of%20Economics&rft.place=Boston%2C%20Mass&rft.publisher=Harvard%20Business%20School%20Press&rft.aufirst=Eric%20D&rft.aulast=Beinhocker&rft.au=Eric%20D%20Beinhocker&rft.date=2006&rft.pages=527&rft.isbn=157851777X' class='Z3988'><br/></span></p> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=64e522ef-a840-4a31-b8bc-449c3c72e589' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-60411507183082458192009-03-20T23:32:00.001-04:002009-03-20T23:32:37.634-04:00Bending the soul<div xmlns='http://www.w3.org/1999/xhtml'>This may be babble. Tell me.<br/><br/>I was reading Colin Renfrew's new book <i>The Prehistory of Mind</i>, and his discussion of the growth of religion in the context of "cognitive archaeology" set me to thinking about concepts of freedom or captivity in the soul in the Renaissance. Given Hawkes' insistence that religious and economic discourse in the period should never be separated, any presumed inclinations of the soul may also be understood as a kind of warping influence upon an at least conceptually neutral (or random) model. This is true even if the inclination in question is "natural" because one can only be inclined from some original imagined position. That some kind of alteration of form is implied seems clear when you look at the early popularity of the word "bent" to describe an inclination as Milton does in his famous sonnet XVI ("When I consider how my light is spent"): "my Soul more bent / To serve therewith my Maker," his speaker says. The "bent of the soul" was a popular phrase in the period. Donne also alludes to it in his Holy Sonnet "Batter my heart, three person'd God." "Bent" means inclination, but it implies bending, which comes ultimately from binding (and a "bend" in nautical speak is still a binding knot). There's lots more that could be said about the use of the word in those two poems, but there are epistemological implications as well. The dissolution of Aristotelian teleology in the 17th century could be seen as a kind of unbinding of the soul (and resented as such by many). I'm thinking that chance, understood in discrete terms followed a similar path. Chance in an earlier world is bent away from the verticality of the random by the will of God. But that means the concept of such verticality is there, even if it is never supposed to be in operation. <br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=a9495055-81c9-472a-8f8e-6bee69a047a9' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-41598376977833441682009-03-08T14:58:00.003-04:002009-03-08T15:02:40.059-04:00Early modern center conference<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_WMO01xtPnuk/SbQViYPuF2I/AAAAAAAAAFQ/u6a4cuLHirg/s1600-h/0308091056.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_WMO01xtPnuk/SbQViYPuF2I/AAAAAAAAAFQ/u6a4cuLHirg/s320/0308091056.jpg" alt="" id="BLOGGER_PHOTO_ID_5310893540944779106" border="0" /></a><br />This was a great little conference with some wonderful papers. I was intrigued by the fact that so many other presenters used some form of Powerpoint. It's true that the topic was image-friendly, but the tradition in history/literature conference papers is simply to read a paper. Maybe the discipline is changing! My favorite presentation was by Rachel Crawford. She demonstrated connections between English formal gardens and Milton's garden of paradise in <u>Paradise Lost</u>. I'm excited to be able to use this in teaching.<br /><br />Here's a picture of flowers near the beach at Coal Oil Point from my morning run.<br /><br /><br /><div style="line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;"> <p style="margin: 0pt;">Crawford, Rachel. “Simplex Munditiis: English Formality and the Seventeenth-Century Garden.” Conference Paper, UCSB Early Modern Center, 2009.</p> </div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-73048150054414833582009-02-17T21:21:00.001-05:002009-02-17T21:30:00.202-05:00connections<div xmlns='http://www.w3.org/1999/xhtml'>Oddly, it seems that people haven't actually read Rowland Vaughan's <u>Most approued, and long experienced water-workes</u> or at least the long (and I mean long) dedicatory poem by Davies. I'd been looking for the smoking gun connecting agricultural innovation with aristocratic pastoral traditions (otherwise pastoralism is irrelevant). Here are some lines describing meadows unimproved by Vaughan's method:<br/><blockquote>The Brookes runne murmuring by their parched Brincks <br/>(Pure virgin Nimphes) and chide against the Stancks, [weirs]<br/>When as their sweetest profer'd seruice stinkes, <br/>So coyly kisse the chapt-lippes of the Bankes. (4)<br/></blockquote>Pretty pastoral, eh? This reminds me of Drayton's <u>Polyolbion</u>. As it happens, Vaughan set up his water meadows on the river Wye. When Drayton gets to the Wye in <u>Polyolbion</u> he digresses into an extraordinary celebration of ancient British learning and virtue. Furthermore, throughout the whole piece Vaughan and his cronies cast his enterprise as one of noblesse oblige, revealing the legitimacy of aristocratic control of the land itself. Lots to work with here. <br/><br/><div style='line-height: 1em; margin-left: 0.5in; text-indent: -0.5in;'> <p style='margin: 0pt;'>Vaughan, Rowland, and John Davies. <span style='font-style: italic;'>Most approued, and long experienced water-workes</span>. Imprinted at London, 1610., 1610. <span title='url_ver=Z39.88-2004&ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Most%20approued%2C%20and%20long%20experienced%20water-vvorkes&rft.publisher=Imprinted%20at%20London%20%3A%20By%20George%20Eld%2C%201610.&rft.series=Early%20English%20Books%2C%201475-1640%20%2F%20728%3A12&rft.aufirst=Rowland&rft.aulast=Vaughan&rft.au=Rowland%20Vaughan&rft.au=John%20Davies&rft.date=1610' class='Z3988'><br/></span></p> </div><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=f4815a5e-ca4f-41d0-8afd-c07a721cb39a' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-12711178240171490312009-02-15T23:18:00.001-05:002009-02-15T23:18:34.596-05:00Lady and the Tramp<div xmlns='http://www.w3.org/1999/xhtml'>I'm turning my thoughts about Veronese into an abstract responding to a call for papers on dogs in early modern culture at the MLA. I'll turn in the edited version tomorrow, but here's the rough cut:<br/><br/><br/><blockquote><div align='center'><font face='Times New Roman'>Lady and the tramp:<br/>Canine metonymy in Paolo Veronese's <i>Family of Darius before Alexander</i><br/><br/>Abstract<br/></font></div><font face='Times New Roman'><br/> <br/> The paintings of Paolo Veronese abound with animals. Monkeys, parrots, horses, and especially dogs appear in nearly all of his major works, and Veronese himself appears to have been particularly conscious of their artistic place. Once, in 1573, he even refused a direct request by the Inquisition to replace a dog in a painting with an image of Mary Magdalen. Veronese's animals have remained untheorized, however, in part because art historians have treated them as purely decorative and in part because Veronese's reputation itself has suffered among critics in recent generations. To a modern eye, his bright colors and huge ceremonial paintings can appear trivial. Compared to Titian and Tintoretto, for example, Veronese has been accused of being “unconcerned with the intellectual challenges of meaning.”[1] Yet Veronese has always been popular, and his work, if not self-consciously intellectual, nevertheless speaks to some of the most deeply held beliefs of early modern European culture. One painting in particular, the celebrated Family of Darius before Alexander (c. 1569-71), is an allegory of the confrontation between the worlds of Europe and Asia. It depicts an event following the battle of Issus when Alexander the Great and Hephaistion are supposed to have visited the mother, wife and two daughters of the defeated Persian king, Darius. The ostensible subject is magnanimity or nobility, but the painting also develops a series of symmetrical contrasts. On the viewer’s right are European men, on the left, Persian women. The men are towering, the women supplicating. The Europeans form a coherent dark mass, a Macedonian phalanx, while the Persians are disordered, a jumbled group of women, eunuchs, children, dwarves, and clothing. This symmetrical opposition finds its extreme in the animals that inhabit the painting. On the viewer’s far right is Alexander’s dog, large and dignified. On the extreme left are a pair of small lap-dogs, tumbling awkwardly out of the hands of a dwarf. Drawing on zoological and philosophical works, early modern historians, literary passages, and contemporary portraiture, I argue that the dogs of Veronese’s painting, posed at opposite ends of the canvas, serve as metonymic vehicles for a growing sense of regional differentiation, a sense in which hopes and anxieties about race and gender coincide.<br/><br/>[1] Rosand, David. <i>Painting in cinquecento Venice : Titian, Veronese, Tintoretto</i>. (New Haven: Yale UP, 1988) 145.</font><br/></blockquote><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=b69df5e3-7a30-455b-b82e-6cc3f9fdc302' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com0tag:blogger.com,1999:blog-6879473642053261893.post-50295392648888063222009-02-13T14:13:00.001-05:002009-02-13T14:17:57.011-05:00Magritte à la sixteenth century<div xmlns='http://www.w3.org/1999/xhtml'>I've laid out my plans for my conference paper (at UCSB) on early modern environmentalism. I know that others will be using Powerpoint, and that frees me up to add some visual arguments (including, yes, counting). Here's a thought for a hook. I want to begin with a problem. Before you can be even precociously environmentalist you need to have a concept of the environment itself. There is some good evidence that this concept was lacking, at least in the early sixteenth century. I thought I might use the changing meaning of the word "desert," which to us signifies a particular environment characterized by lack of water. It once meant something like "uncultivated," though (and Keith Thomas and the OED will back me up on this), a fact which leads to phrases like this one from <u>As You Like It</u>: “In this desert inaccessible, / Under the shade of melancholly boughes.” The result would be a slide like this:<br/><br/><img width='400' style='max-width: 800px;' src='http://lh3.ggpht.com/_WMO01xtPnuk/SZXFqmj_9bI/AAAAAAAAAE0/ZM43qxncdCk/%5BUNSET%5D.png?imgmax=800'/><br/><br/><br/><br/><div class='zemanta-pixie'><img src='http://img.zemanta.com/pixy.gif?x-id=a4d0b2cd-2f58-424c-aad1-3d0cd420858b' class='zemanta-pixie-img'/></div></div>Anonymoushttp://www.blogger.com/profile/12899599245861869407noreply@blogger.com3