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Title: A Dynamic Logic for Every Season
Authors: Alexandre Castro Madeira
Renato Jorge Neves
Luís Soares Barbosa
Issue Date: 2015
Abstract: This paper introduces a method to build dynamic logics with a graded semantics. The construction is parametrized by a structure to support both the spaces of truth and of the domain of computations. Possible instantiations of the method range from classical (assertional) dynamic logic to less common graded logics suitable to deal with programs whose transitional semantics exhibits fuzzy or weighted behaviour. This leads to the systematic derivation of program logics tailored to specific program classes.
metadata.dc.type: conferenceObject
Appears in Collections:HASLab - Articles in International Conferences

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