Logica
Connettivi generalizzati in Logica Lineare Moltiplicativa
Roberto MAIELI
21-10-2016 - 11:30 AULA 311 (SEMINARI) Largo San L. Murialdo,1
This talk addresses the following questions:
1) what is a generalized (n-ary) connective of the multiplicative fragment of linear logic (MLL)?
2) are there generalized connectives that cannot be defined by those primitive binary ones (Tensor and Par)?
3) is there a way to sequentialize proof-nets containing two orthogonal generalized non binary-definable conclusions, $X,X^perp$ ?
org: ABRUSCI Vito Michele
Allegati: [Locandina]
|