J shapley (11 Ergebnisse)

1st edition, hardback, 8vo, xii,333pp, ex-library, stamps on page edges, labels on endpapers front and rear, text clean and sound, publisher's cloth, shelfmark label on spine, Good condition / no dustwrapper. ISBN: 0691081034.

Hardcover. Zustand: Fine. Reprint. vii, 229 pp, 126 figures, frontis, hardback binding, slightly stained and rubbed round the edges, index, few pencil underlining, small stamp & previous owner's name on front fly leaf, otherwise copy in very good condition, part of the Harvard Books on Astronomy. #30822. …

Zustand: Very Good. Former library copy. Pages intact with possible writing/highlighting. Binding strong with minor wear. Dust jackets/supplements may not be included. Includes library markings. Stock photo provided. Product includes identifying sticker. Better World Books: Buy Books. Do Good.

Hardcover. Zustand: Near Fine. Zustand des Schutzumschlags: Very Good. Xiii, 369 Pp. Brown Cloth, Gilt. No Statement Of Printing. Slight Usage, Near Fine, Two Tiny Tape Ghost On Each Free Endpaper. Dust Jacket Priced #3.75, With Reviews; Slight Ear And Narrow Are Of Browning At Edges, No Fading. 81 Short Analyses By Leading Scientists, Including 8 Nobel Prize Winners, From Talks Specially Arranged For Intermissions During Concert Radio Broadcasts Beginning In May 1943.…

Zustand: Good. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In good all round condition. Please note the Image in this listing is a stock photo and may not match the covers of the actual item,2050grams, ISBN:0816510636.

Gebunden. Zustand: New. This series provides inorganic chemists with detailed and foolproof procedures for the preparation of important and timely compounds. Volume 34 continues to report such procedures with an up-to-date selection of contributions by internationally-recognized r.

(25,5 x 17,5 cm). XV, 201 S. Original-Broschur. Nash (1928-2015) erhält 1994 zusammen mit R. Selten und J. Harsanyi für seine Leistungen auf dem Gebiet der Spieltheorie den Alfred-Nobel-Gedächtnispreis für Wirtschaftswissenschaften und ist damit einer der wenigen Mathematiker, die diesen Preis erhielten. - Der Band enthält weiter von G. W. Brown und John von Neumann "Solutions of Games by Differential Equations" (SS. 73-79). - Sauber und gut erhalten.…

Zustand: New. In.

First edition of this "first class contribution to the field of game theory" (Oskar Morgenstern). Octavo, original cloth. Association copy, inscribed by Aumann on the title page to fellow Nobel Prize-winning economist Kenneth Arrow, "For Ken Bob Aumann." Fine in a near fine price-clipped dust jacket. From the library of Kenneth Arrow. The "Shapley value" of a finite multi- person game associates to each player the amount he should be willing to pay to participate. This book extends the value concept to certain classes of non-atomic games, which are infinite-person games in which no individual player has significance. It is primarily a book of mathematics--a study of non-additive set functions and associated linear operators.…

First edition of each work in this ground-breaking four volume work on game theory. Octavo, 4 volumes, original orange wrappers. Volume one is signed by contributors John von Neumann and John Nash on the title page. Contains the article by the Nobel Prize-winning economist entitled, "A Simple Three Person Poker Game." Volume II is signed by contributors Kenneth J. Arrow and John Milnor. Volume III is signed by contributors W.H. Fleming and Philip Wolfe on the title page. Volume IV is signed by contributors Robert J. Aumann and Martin Shubik. In near fine condition with some rubbing and wear. Housed in a custom half morocco clamshell box. An exceptional set, most rare and desirable signed by von Neumann and other contributors. Volume I contains: G.W. Brown & John Von Neumann, âSolutions of Games by Differential Equationsâ (pp. 73-79); John Nash & Lloyd Shapleyâs important paper: âA Simple Three-person Poker Gameâ (105-16), and other papers by Hermann, Weyle, Gale, Dresher, Kuhn, McKinsey, et al. Volume II contains: Lloyd Shapleyâs âA Value for n-Person Gamesâ (pp. 307-17): A âremarkable 1953 paper⦠There he proposed that it might be possible to evaluate, in a numerical way, the âvalueâ of playing a game. The particular function he derived for this purpose, which has come to be called the Shapley value, has been the focus of sustained interest among students of cooperative game theory ever sinceâ (Alvin Roth, who shared the 2012 Nobel Prize with Shapley, Chapter 1: âIntroduction to the Shapley Value,â in Roth, The Shapley Value: Essays in Honor of Lloyd S. Shapley, Cambridge University Press, 1988). Also contains Von Neumannâs âA Certain Zero-Sum Two-Person Game Equivalent to the Optimal Assignment Problemâ (pp. 5-12) and D.B. Gillies, J.P. Mayberry, & Von Neumann, âTwo Variants of Pokerâ (pp. 13-50). The latter is the supplement to Von Neumann and Morgensternâs Theory of Games and Economic Behavior promised in the footnote on p. 196 of the second edition. Volume III contributors include Gale, Karlin, Kemeny, Oxtoby, Scarf, Shapley, et al. Volume IV contributors include Nobel Laureates Harsanyi, Aumann, and Shapley, as well as Kalisch, Von Neumann (âOn the Theory of Games of Strategy,â pp. 13-42), Shubik, et al. Shapley won the Sveriges Riksbank Prize in Economic Sciences in Memory of Alfred Nobel for 2012, commonly known as the Nobel Prize in Economics.…

First edition, first printing. 8vo. xi, [1], 333, [3] pp. Original blue cloth, spine lettered and ruled in white, dust jacket (vertical crease along the title page, otherwise internally clean and unmarked; jacket price clipped with some light wear to extremities, notwithstanding an excellent copy). Princeton, New Jersey; Princeton University Press.  'A most prolific collaboration between Aumann and Shapley, starting in the late 1960s and culminating in 1974 with the publication of their book Values of Non-Atomic Games', in which they 'engaged in the challenging problem of extending value theory to the case of a continuum of players'. One of the 'remarkable' discoveries of their research is the diagonal principle, 'stating that in games with many players one need consider only coalitions whose composition constitutes a good sample of the grand coalition of all participants' (New Palgrave). …