Morton N. Cohen Award

The Morton N. Cohen Award for a Distinguished Edition of Letters is a biennial prize given to an editor by the Modern Language Association.

Description

The award was established in 1989 by a gift from Morton N. Cohen, Professor Emeritus of English at the City University of New York. The award is presented each odd-numbered year.[1]

The 2017 prize will be awarded for a book published in 2015 or 2016.[1]

Notable winners

Past winners of the prize include:[2]

2011–12: Roger Kuin, York University, for The Correspondence of Sir Philip Sidney

2009–10: Martha Dow Fehsenfeld, Emory University; Lois More Overbeck, Emory University; George Craig, University of Sussex; and Dan Gunn, American University of Paris; for The Letters of Samuel Beckett, Volume 1: 1929–1940

2007–08: William G. Holzberger, Bucknell University, for The Letters of George Santayana, Book Seven, 1941–1947 and Book Eight, 1948–1952

2005–06: John Kelly, Oxford University, and Ronald Schuchard, Emory University, for The Collected Letters of W. B. Yeats, Volume 4

2003–04: Robert J. Bertholf, State University of New York, Buffalo, and Albert Gelpi, Stanford University, for The Letters of Robert Duncan and Denise Levertov

gollark: I would quite like to implement this on osmarks.net using an inbrowser Lua VM.
gollark: ```scheme(define (take n xs) (let loop ((n n) (xs xs) (zs (list))) (if (or (zero? n) (null? xs)) (reverse zs) (loop (- n 1) (cdr xs) (cons (car xs) zs)))))(define (zip . xss) (apply map list xss))(define actually-forgiving-grudge (lambda (x y) (let* ( (defection-count (length (filter (lambda (m) (= m 1)) x))) (lookback (+ 1 (inexact->exact (floor (expt 1.8 defection-count))))) (result (if (member '(1 0) (take lookback (zip x y))) 1 0)) ) result)))```if you want to add it to your stuff.
gollark: Do you like `actually-forgiving-grudge`?!
gollark: https://github.com/cristal-smac/ipd - huh
gollark: > [Edit] Worth to note is that Gradual was designed to be a strategy that outperforms Tit for Tat. It has similar properties in that it is willing to cooperate and retaliates against a defecting opponent. Unlike Tit for Tat, which only has a memory of the last round played, Gradual will remember the complete interaction and defect the number of times the opponent has defected so far. It will offer mutual cooperation afterwards again, though.

References

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