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Rvachev function

In mathematics, an R-function, or Rvachev function, is a real-valued function whose sign does not change if none of the signs of its arguments change; that is, its sign is determined solely by the signs of its arguments.

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Rvachev function

Nodes15
Edges14
Triples8
Avg. degree1.87
Density0.133333
Components1

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Rvachev function

Top relations

related to References · 8
Rvachev function → Analysis, Meshfree Modeling, Pattern Recognition Methods Based, Purdue University, R-Functions, Rvachev Functions, University, Wisconsin

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Important terminology

rvachev function r-function r-functions russian used рвачёв also functions modeling representation pattern recognition mathematics ru real-valued whose sign change none

Entity relationships Subject–Predicate–Object triples

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SubjectPredicateObjectConfidenceSrc
Rvachev functionrelated to ReferencesMeshfree Modeling0.60section
Rvachev functionrelated to ReferencesAnalysis0.60section
Rvachev functionrelated to ReferencesR-Functions0.60section
Rvachev functionrelated to ReferencesUniversity0.60section
Rvachev functionrelated to ReferencesWisconsin0.60section
Rvachev functionrelated to ReferencesPattern Recognition Methods Based0.60section
Rvachev functionrelated to ReferencesRvachev Functions0.60section
Rvachev functionrelated to ReferencesPurdue University0.60section

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