front cover of Reading Duncan Reading
Reading Duncan Reading
Robert Duncan and the Poetics of Derivation
Stephen Collis
University of Iowa Press, 2012
In Reading Duncan Reading, thirteen scholars and poets examine, first, what and how the American poet Robert Duncan read and, perforce, what and how he wrote. Harold Bloom wrote of the searing anxiety of influence writers experience as they grapple with the burden of being original, but for Duncan this was another matter altogether. Indeed, according to Stephen Collis, “No other poet has so openly expressed his admiration for and gratitude toward his predecessors.”
 
Part one emphasizes Duncan’s acts of reading, tracing a variety of his derivations—including Sarah Ehlers’s demonstration of how Milton shaped Duncan’s early poetic aspirations, Siobhán Scarry’s unveiling of the many sources (including translation and correspondence) drawn into a single Duncan poem, and Clément Oudart’s exploration of Duncan’s use of “foreign words” to fashion “a language to which no one is native.”
 

 In part two, the volume turns to examinations of poets who can be seen to in some way derive from Duncan—and so in turn reveals another angle of Duncan’s derivative poetics. J. P. Craig traces Nathaniel MacKey’s use of Duncan’s “would-be shaman,” Catherine Martin sees Duncan’s influence in Susan Howe’s “development of a poetics where the twin concepts of trespass and ‘permission’ hold comparable sway,” and Ross Hair explores poet Ronald Johnson’s “reading to steal.” These and other essays collected here trace paths of poetic affiliation and affinity and hold them up as provocative possibilities in Duncan’s own inexhaustible work.  

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front cover of Shadowing Function from Randomly Rough Surfaces
Shadowing Function from Randomly Rough Surfaces
Derivation and applications
Christophe Bourlier
The Institution of Engineering and Technology, 2019
The shadowing function is an important element in the simulation and calculation of how electromagnetic waves scatter at randomly rough surfaces. Its derivation and use is an active, interdisciplinary area of research with practical applications in fields such as radar, optics, acoustics, geoscience, computer graphics and remote sensing.
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