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Affine systems of equations and counting infinitary logic
We study the definability of constraint satisfaction problems (CSP) in various fixed-point and infinitary logics. We show that testing the solvability of systems of equations over a finite Abelian group, a tractable CSP that was previously known not to ...
Andrei Bulatov +2 more
core
Infinitary propositional intuitionistic logic. [PDF]
openaire +2 more sources
The fundamental: Ungrounded or all-grounding? [PDF]
Leuenberger S.
europepmc +1 more source
Hilbert's Early Metatheory Revisited. [PDF]
Giovannini EN, Schiemer G.
europepmc +1 more source
We introduce a new kind of infinitary logic that we call Boolean expansion of ${\mathcal L}_{\kappa \kappa}$. This logic involves a new kind of variable, that we call generalised Boolean variable.
Kivimäki, Siiri +2 more
core

