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» Formalizing Basic First Order Model Theory
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FUIN
2010
158views more  FUIN 2010»
13 years 5 months ago
Cellular Automata, Decidability and Phasespace
Abstract. Cellular automata have rich computational properties and, at the same time, provide plausible models of physics-like computation. We study decidability issues in the phas...
Klaus Sutner
AML
2007
68views more  AML 2007»
13 years 7 months ago
A note on weak dividing
We study the notion of weak dividing introduced by S. Shelah. In particular we prove that T is stable iff weak dividing is symmetric. In order to study simple theories Shelah orig...
Byunghan Kim, Niandong Shi
JSAT
2006
69views more  JSAT 2006»
13 years 7 months ago
The SAT 2005 Solver Competition on Random Instances
An analysis of the SAT 2005 sub-competition on random instances is given. This year this (sub-)competition set-up was geared to establish a basic setting, focusing on the instance...
Oliver Kullmann
FMCAD
2008
Springer
13 years 9 months ago
Automatic Non-Interference Lemmas for Parameterized Model Checking
Parameterized model checking refers to any method that extends traditional, finite-state model checking to handle systems arbitrary number of processes. One popular approach to thi...
Jesse D. Bingham
POPL
2006
ACM
14 years 8 months ago
Adventures in time and space
Abstract. This paper investigates what is essentially a call-by-value version of PCF under a complexity-theoretically motivated type system. The programming formalism, ATR, has its...
Norman Danner, James S. Royer