Classical negation and game-theoretical semantics
T Tulenheimo - 2014 - projecteuclid.org
Typical applications of Hintikka's game-theoretical semantics (GTS) give rise to semantic
attributes—truth, falsity—expressible in the Σ 1 1-fragment of second-order logic. Actually a …
attributes—truth, falsity—expressible in the Σ 1 1-fragment of second-order logic. Actually a …
[HTML][HTML] Independence friendly logic with classical negation via flattening is a second-order logic with weak dependencies
It is well-known that Independence Friendly (IF) logic is equivalent to existential second-
order logic (Σ 1 1) and, therefore, is not closed under classical negation. The Boolean …
order logic (Σ 1 1) and, therefore, is not closed under classical negation. The Boolean …