Add to ORKGAbstract. We introduce a new method, involving infinite games and Borel determinacy, which we use to answer several well-known questions in Borel combinatorics. 1
Contains fulltext : 223705.pdf (publisher's version ) (Open Access
This thesis will be primarily focused on directly proving that the determinacy of Borel games in X^ω...
AbstractDeterminacy axioms state the existence of winning strategies for infinite games played by tw...
Just as traditional games can be represented by trees, so concurrent games can be represented by eve...
Borel determinacy states that if $G(T,X) $ is a game and $X $ is Borel, then $G(T,X) $ is determined...
We introduce a new method, involving infinite games and Borel determinacy, which we use to answer se...
We consider nondeterministic concurrent games played on event structures and study their determinacy...
Schmidt's game is a powerful tool for studying properties of certain sets which arise in Diophantine...
We consider nondeterministic concurrent games played on event structures and study their determinacy...
We study the strength of determinacy hypotheses in levels of two hierarchies of subsets of Baire spa...
Abstract. The principle of determinacy has been crucial to the study of definable sets of real numbe...
We first consider infinite two-player games on pushdown graphs. In previous work, Cachat, Duparc and...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
We investigate the determinacy strength of infinite games whose winning sets are recognized by nonde...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
Contains fulltext : 223705.pdf (publisher's version ) (Open Access
This thesis will be primarily focused on directly proving that the determinacy of Borel games in X^ω...
AbstractDeterminacy axioms state the existence of winning strategies for infinite games played by tw...
Just as traditional games can be represented by trees, so concurrent games can be represented by eve...
Borel determinacy states that if $G(T,X) $ is a game and $X $ is Borel, then $G(T,X) $ is determined...
We introduce a new method, involving infinite games and Borel determinacy, which we use to answer se...
We consider nondeterministic concurrent games played on event structures and study their determinacy...
Schmidt's game is a powerful tool for studying properties of certain sets which arise in Diophantine...
We consider nondeterministic concurrent games played on event structures and study their determinacy...
We study the strength of determinacy hypotheses in levels of two hierarchies of subsets of Baire spa...
Abstract. The principle of determinacy has been crucial to the study of definable sets of real numbe...
We first consider infinite two-player games on pushdown graphs. In previous work, Cachat, Duparc and...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
We investigate the determinacy strength of infinite games whose winning sets are recognized by nonde...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
Contains fulltext : 223705.pdf (publisher's version ) (Open Access
This thesis will be primarily focused on directly proving that the determinacy of Borel games in X^ω...
AbstractDeterminacy axioms state the existence of winning strategies for infinite games played by tw...