Games of Incomplete Information and Myopic Equilibria
- Authors
- A Ande
- A Ande
- Anil Kumar
- B Saha
- C Le Saout
- Carole McArthur
- CC Chen
- CJ McClain
- CT Kekwaletswe
- D Emilie
- D Fuster
- DK Sarko
- DM Thea
- E Bourdonnay
- EC Breen
- F Arenzana-Seisdedos
- F Cocchi
- F Momen-Heravi
- F Momen-Heravi
- G Chander
- GC Sampey
- GJ Bagby
- H Kawaratani
- H Louis
- H Mehta
- H van der Vaart
- I Sereti
- J Lin
- JA Hahn
- JC Fisher
- JI Cohen
- JJ Li
- JR Chevillet
- JT Parsons
- JY Wang
- K Johnson
- K Kedzierska
- K Wu
- KA Konadu
- KC Hodge-Bell
- M Jin
- M Lenassi
- M Mack
- M Nakamura
- MJ Miguez-Burbano
- MJ Wood
- MM Marshall
- MN Madison
- MS Shiels
- N Promadej-Lanier
- Namita Sinha
- NK Morojele
- NR Klatt
- O Bagasra
- O Bagasra
- O Bagasra
- P García de Olalla
- PS Silverstein
- R Dong
- R Earla
- R Mdodo
- R Potula
- RL Cook
- S Arimilli
- S Haque
- S Iho
- S Kumar
- S Kumar
- S Kumar
- S Kumar
- S Samanta
- S Sarker
- S-Y Teow
- Sabina Ranjit
- Santosh Kumar
- SC Kalichman
- Shao-Jun Tang
- SK McMaster
- SP Singh
- Sunitha Kodidela
- T Rozmyslowicz
- X Wang
- Y Persidsky
- Y Wang
- Publication date
- 1 January 2018
- Publisher
- Doi
Abstract
A new concept of an equilibrium in games is introduced that solves an open question posed by A. NeymanSimilar works
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