Results 131 to 140 of about 6,972,214 (183)
Measure and dimension theory of permeable sets and its applications to fractals
Gunther Leobacher +3 more
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An Intuitive Approach to the Optimal Sampling of an Electromagnetic Field. [PDF]
Sensors (Basel)Migliore MD.
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Fuzzy set approach to ideal theory on Sheffer stroke BE-algebras
N. Chunsee +2 more
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Digging in or building bridges? A scoping review of thematic analysis. [PDF]
Front Res Metr AnalHerzog C, Handke C, Hitters E.
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Parametrized systems of generalized polynomial inequalities via linear algebra and convex geometry. [PDF]
Positivity (Dordr)Müller S, Regensburger G.
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Double BFV Quantisation of 3D Gravity. [PDF]
Commun Math PhysCanepa G, Schiavina M.
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Transitivity, contextuality and decision making. [PDF]
Philos Trans A Math Phys Eng SciSulis WH.
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-Sets as a possibilistic set theory
Fuzzy Sets and Systems, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sossai, C.
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Synthese, 1997
The authors trace some manifestations of Hilbert's concern with set theory: dealing with the paradoxes, variant forms of the axiom of choice, proving the continuum hypothesis, and model-theoretic aspects of categoricity (where however the profound influence from Hilbert through E. H. Moore to Oswald Veblen in the early 1900s is missed on pp.
Dreben, Burton, Kanamori, Akihiro
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The authors trace some manifestations of Hilbert's concern with set theory: dealing with the paradoxes, variant forms of the axiom of choice, proving the continuum hypothesis, and model-theoretic aspects of categoricity (where however the profound influence from Hilbert through E. H. Moore to Oswald Veblen in the early 1900s is missed on pp.
Dreben, Burton, Kanamori, Akihiro
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Analytic sets in Descriptive Set Theory and NP sets in Complexity Theory
Fundamenta Informaticae, 2002Motivated by the analogy ``(NP/Poly)∼analytic'', we propose a co-analytic set W whose finite equivalent W_finite is coNP-complete. The complement of W is in fact a variant of ``infinite clique''. A combinatorial proof of the non-analyticity of W is produced and studied in order to be (eventually) ``finitized'' into a probabilistic proof of ``W_finite ∉
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