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» A Calculus for Schemas in Z
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LOGCOM
2010
152views more  LOGCOM 2010»
13 years 2 months ago
Constructive Logic with Strong Negation as a Substructural Logic
Gentzen systems are introduced for Spinks and Veroff's substructural logic corresponding to constructive logic with strong negation, and some logics in its vicinity. It has b...
Manuela Busaniche, Roberto Cignoli
ENTCS
2008
99views more  ENTCS 2008»
13 years 7 months ago
ArcAngelC: a Refinement Tactic Language for Circus
Circus is a refinement language, in which specifications define both data and behavioural aspects of concurrent systems using a combination of Z and CSP. Its refinement theory and...
M. V. M. Oliveira, A. L. C. Cavalcanti
ADBIS
2004
Springer
193views Database» more  ADBIS 2004»
13 years 11 months ago
Quantifier-Elimination for the First-Order Theory of Boolean Algebras with Linear Cardinality Constraints
Abstract. We present for the first-order theory of atomic Boolean algebras of sets with linear cardinality constraints a quantifier elimination algorithm. In the case of atomic Boo...
Peter Z. Revesz
FMSB
2008
138views Formal Methods» more  FMSB 2008»
13 years 9 months ago
Combining Intra- and Inter-cellular Dynamics to Investigate Intestinal Homeostasis
Abstract. This paper reports on the multi-scale modelling of an intestinal crypt cellular structure coupled with Wnt signalling. Using formal modelling techniques based on the stoc...
Oksana Tymchyshyn, Marta Z. Kwiatkowska
FSS
2006
85views more  FSS 2006»
13 years 7 months ago
The logic of tied implications, part 2: Syntax
An implication operator A is said to be tied if there is a binary operation T that ties A; that is, the identity A(a, A(b, z)) = A(T (a, b), z) holds for all a, b, z. We aim at th...
Nehad N. Morsi, Wafik Boulos Lotfallah, Moataz Sal...