… the 2-to-1 Games Conjecture that we call the Rich 2-to-1 Games … The proposal, that we call
the Rich 2-to-1 Games Conjecture, is … Our main result is that this variant of the 2-to-1 Games …

… 2-to-1 games … rich -to- games and their conjectured computational hardness [Braverman
et al. b]. In a sense, the problem of rich -to- games can be thought of as a type of unique games …

… That is, there is a rich ecology of mutually reinforcing strategies present, … 2 game, including
the repeated coordination game with payoffs as in (3). Within-class payoffs range from 2 to 1, …

… game theoretical and probabilistic models. Therefore, they yield a wealth of problem for the
mathematicians and game … of high raises and bluffs is always 2 to 1. Both players will make …

… a recent strengthening of the Unique-Games Conjecture, called the Rich 2-to-1 Games
Conjecture. Using this analogue, we show that assuming the Rich 2to-1 Games Conjecture, (a) …

… This book has also motivated the definition and study of rich 2-to-1 games and their … In a
sense, the problem of rich 2-to-1 games can be thought of as a type of unique games that is also …

… surprising wealth of interesting detail. … games were further reducible to games of nine
fundamental types, one of which is a 2 × 2 game, four of which are infinite families of larger games …

… games with only two players, provided we include non-zero-sum, infinite, and recursive games
… in addition he created the conceptually rich theory of games with more than two players. …

… dichotomy assuming the Rich 2-to-1 Conjecture [8] which is a perfect completeness surrogate
of the Unique Games Conjecture. In particular, assuming the Rich 2-to-1 Conjecture, we …

… , because of the conjectured hardness of Unique Games, one still loses small constant 𝜀 in
… proposed a Rich 2-to-1 Games Conjecture and if we use this instead of Unique Games, then …