Add to ORKGA new concurrent form of game semantics is introduced. This overcomes the problems which had arisen with previous, sequential forms of game semantics in modelling Linear Logic. It also admits an elegant and robust formalization. A Full Completeness Theorem for Multiplicative-Additive Linear Logic is proved for this semantics
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...
This paper builds on a recent definition of concurrent games as event structures and an application ...
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...
Twenty years ago, Abramsky and Melliès published their famous paper, Concurrent Games and Full Compl...
AbstractI present a semantics for the language of first-order additive-multiplicative linear logic, ...
We present a game semantics for Linear Logic, in which formulas denote games and proofs denote winni...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
<p>Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynam...
AbstractWe draw attention to a number of constructions which lie behind many concrete models for lin...
We pursue the program of exposing the intrinsic mathematical structure of the &apos;&apos;sp...
We introduce a new category of finite, fair games, and winning strategies, and use it to provide a s...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...
This paper builds on a recent definition of concurrent games as event structures and an application ...
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...
Twenty years ago, Abramsky and Melliès published their famous paper, Concurrent Games and Full Compl...
AbstractI present a semantics for the language of first-order additive-multiplicative linear logic, ...
We present a game semantics for Linear Logic, in which formulas denote games and proofs denote winni...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynamic ...
<p>Game logic was introduced by Rohit Parikh in the 1980s as a generalisation of propositional dynam...
AbstractWe draw attention to a number of constructions which lie behind many concrete models for lin...
We pursue the program of exposing the intrinsic mathematical structure of the &apos;&apos;sp...
We introduce a new category of finite, fair games, and winning strategies, and use it to provide a s...
We pursue the program of exposing the intrinsic mathematical structure of the ''space of p...
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...
This paper builds on a recent definition of concurrent games as event structures and an application ...
Game semantics has proven to be a robust method to give compositional semantics for a variety of pro...