Results 81 to 90 of about 355 (190)
Topological Theory and Analytical Configuration for a Universal Community Model
The study in this paper is on the fundamental topological processes remaining at the background of any kind of problem. The any kind of problem here is explanable by corresponding it with question, illness, and/or wellness concepts even if they are ...
Sengor, Taner
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Integrative Reduction, Confirmation, and the Syntax-Semantics Map [PDF]
Different pairs of scientific theories stand in different relations. The present paper identifies a new type of intertheoretic relation, Integrative Reduction, that is instantiated in the relation between linguistic syntax and semantics.
Hartmann, Stephan, Liefke, Kristina
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A sequent calculus with dependent types for classical arithmetic
International audienceIn a recent paper, Herbelin developed a calculus dPA$^\omega$ in which constructive proofs for the axioms of countable and dependent choices could be derived via the encoding of a proof of countable universal quantification as a ...
Miquey, Étienne, Étienne Miquey
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Advances in modeling the pressure correlation terms in the second moment equations
In developing turbulence models, various model constraints were proposed in an attempt to make the model equations more general (or universal). The most recent of these are the realizability principle, the linearity principle, the rapid distortion theory,
Shih, Tsan-Hsing +2 more
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The notion of `tripos' was motivated by the desire to explain in what sense Higg's description of sheaf toposes as H-valued sets and Hyland's realizability toposes are instances of the same construction. The construction itself can be seen
Andrew M. Pitts, Pitts, Andrew M.
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n次元レイノルズ応力テンソルの Realizability の一般証明
This paper presents mathematically rigorous and universal proof of realizability conditions which, Schumann insists, any Reynolds stress component must satisfy.
清水, 昭比古 +5 more
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Antichains and compositional algorithms for LTL synthesis
In this paper, we present new monolithic and compositional algorithms to solve the LTL realizability problem. Those new algorithms are based on a reduction of the LTL realizability problem to a game whose winning condition is defined by a universal ...
Naiyong Jin +5 more
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Decidability and universality in symbolic dynamical systems
Many different definitions of computational universality for various types of dynamical systems have flourished since Turing’s work. We propose a general definition of universality that applies to arbitrary discrete time symbolic dynamical systems ...
Blondel, Vincent +2 more
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Assembly theory explains and quantifies selection and evolution. [PDF]
Sharma A +5 more
europepmc +1 more source
Embeddability of pseudoline arrangements and point configurations to Eucliean plane
The present thesis explores embeddability (realizability) properties of pseudoline arrangements, perhaps, the most important mathematical structures in computational geometry.
Javid Huseynov, Huseynov, Javid
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