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» On the intermediate logic of open subsets of metric spaces
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AIML
2008
13 years 6 months ago
On the intermediate logic of open subsets of metric spaces
In this paper we study the intermediate logic MLO(X) of open subsets of a metric space X. This logic is closely related to Medvedev's logic of finite problems ML. We prove sev...
Timofei Shatrov
BIRTHDAY
2005
Springer
13 years 10 months ago
Modal Logics for Metric Spaces: Open Problems
Agi Kurucz, Frank Wolter, Michael Zakharyaschev
DAC
2008
ACM
14 years 5 months ago
Functional test selection based on unsupervised support vector analysis
Extensive software-based simulation continues to be the mainstream methodology for functional verification of designs. To optimize the use of limited simulation resources, coverag...
Onur Guzey, Li-C. Wang, Jeremy R. Levitt, Harry Fo...
AIML
2008
13 years 6 months ago
Modal logics for mereotopological relations
We present a complete axiomatization of a logic denoted by MTML (Mereo-Topological Modal Logic) based on the following set of mereotopological relations: part-of, overlap, underlap...
Yavor Nenov, Dimiter Vakarelov
APAL
2010
141views more  APAL 2010»
13 years 5 months ago
Locatedness and overt sublocales
Locatedness is one of the fundamental notions in constructive mathematics. The existence of a positivity predicate on a locale, i.e. the locale being overt, or open, has proved to ...
Bas Spitters