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» On the intermediate logic of open subsets of metric spaces
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AIML
2008
13 years 9 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
14 years 1 months ago
Modal Logics for Metric Spaces: Open Problems
Agi Kurucz, Frank Wolter, Michael Zakharyaschev
DAC
2008
ACM
14 years 8 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 9 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 7 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