Results 201 to 210 of about 48,387 (236)

ON THE LEARNING ALGORITHM OF 2-PERSON ZERO-SUM MARKOV GAME

ON THE LEARNING ALGORITHM OF 2-PERSON ZERO-SUM MARKOV GAME
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Sanctuary to sinkhole and back again: video gaming and esport as a transition environment for young people at risk of marginalization. [PDF]

Front Psychol
Trotter MG, Linnér L, Jonasson K, Kegelaers J, Watson M, Østergaard LD, Larsen DK, Brain J, Schyvinck C, Gill M, Sergel K, Damm H, Johansson M, Didriksen MA, Baumann A, Cederström N, Johnson U.   +16 more
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Exploring the multifaceted learning benefits of video gaming among female university students in Saudi Arabia. [PDF]

Sci Rep
Alwhaibi RM, Alanzan R, Aldamok R, Aldafas L, Alanazi R, Alwahibi A, Mortada E, Aygun Y.   +7 more
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Daily-level associations between protective behavioral strategies, transdermal alcohol concentration, and alcohol-induced blackouts among young adults. [PDF]

Psychol Addict Behav
Glenn SD, Russell MA, Turrisi RJ, Mallett KA, Ackerman S, Altstaedter AJ, Ray AE, Richards VL.   +7 more
europepmc   +1 more source

Erratum: A Cross-Sectional Survey on Musculoskeletal Pain Among Professional and Non-Professional Gamers in Saudi Arabia: Associations with Gaming Genre, Duration, and Ergonomic Factors [Corrigendum]. [PDF]

J Pain Res
europepmc   +1 more source

Expansion of the Hybrid Model of Social Orientation and Ultimatum Games : From 2-person to N-person relations

Expansion of the Hybrid Model of Social Orientation and Ultimatum Games : From 2-person to N-person relations
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A 2-Person Game with Lack of Information on 1½ Sides

Mathematics of Operations Research, 1985
We consider a repeated 2-person 0-sum game with incomplete information about the pay-off matrix. Player I (maximizer) knows the real pay-off matrix but he is uncertain about the beliefs of his opponent. We show that in this case the Aumann-Maschler results on incomplete information on one side no longer hold.
Sylvain Sorin, Shmuel Zamir
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A LINEAR PROGRAMMING MODEL FOR SOLVING COMPLEX 2‐PERSON ZERO‐SUM GAMES

Studies in Economics and Finance, 1990
Two‐person zero‐sum game theory has long been a popular topic of research in business and economics. The purpose of this paper is to discuss how to convert a two‐person zero‐sum game into a linear programming problem and to present a computer simulation model for solving large bilateral zero‐sum games problems.
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