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- Rvachev_function abstract "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.Interpreting positive values as true and negative values as false, an R-function is transformed into a \"companion\" Boolean function (the two functions are called friends). For instance, the R-function ƒ(x, y) = min(x, y) is one possible friend of the logical conjunction (AND). R-functions are used in computer graphics and geometric modeling in the context of implicit surfaces and the function representation. They also appear in certain boundary-value problems, and are also popular in certain artificial intelligence applications, where they are used in pattern recognition.R-functions were first proposed by Vladimir Logvinovich Rvachev (Russian: Влади́мир Логвинович Рвачёв) in 1963, though the name, \"R-functions\", was given later on by Ekaterina L. Rvacheva-Yushchenko, in memory of their father, Logvin Fedorovich Rvachev (Russian: Логвин Фёдорович Рвачёв).".
- Rvachev_function wikiPageExternalLink AAI3263546.
- Rvachev_function wikiPageExternalLink doku.php?id=frep:main.
- Rvachev_function wikiPageExternalLink R-functions.html.
- Rvachev_function wikiPageID "2682908".
- Rvachev_function wikiPageLength "2295".
- Rvachev_function wikiPageOutDegree "15".
- Rvachev_function wikiPageRevisionID "563892245".
- Rvachev_function wikiPageWikiLink Artificial_intelligence.
- Rvachev_function wikiPageWikiLink Boolean_function.
- Rvachev_function wikiPageWikiLink Boundary_value_problem.
- Rvachev_function wikiPageWikiLink Category:Non-classical_logic.
- Rvachev_function wikiPageWikiLink Category:Real_analysis.
- Rvachev_function wikiPageWikiLink Category:Types_of_functions.
- Rvachev_function wikiPageWikiLink Computer_graphics.
- Rvachev_function wikiPageWikiLink Function_representation.
- Rvachev_function wikiPageWikiLink Geometric_modeling.
- Rvachev_function wikiPageWikiLink Implicit_surface.
- Rvachev_function wikiPageWikiLink Mathematics.
- Rvachev_function wikiPageWikiLink Pattern_recognition.
- Rvachev_function wikiPageWikiLink Real-valued_function.
- Rvachev_function wikiPageWikiLink Slesarenko_function.
- Rvachev_function wikiPageWikiLinkText "R-functions".
- Rvachev_function wikiPageWikiLinkText "Rvachev function".
- Rvachev_function wikiPageUsesTemplate Template:Lang-ru.
- Rvachev_function subject Category:Non-classical_logic.
- Rvachev_function subject Category:Real_analysis.
- Rvachev_function subject Category:Types_of_functions.
- Rvachev_function hypernym Function.
- Rvachev_function type Disease.
- Rvachev_function type Type.
- Rvachev_function type Function.
- Rvachev_function type Type.
- Rvachev_function comment "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.Interpreting positive values as true and negative values as false, an R-function is transformed into a \"companion\" Boolean function (the two functions are called friends). For instance, the R-function ƒ(x, y) = min(x, y) is one possible friend of the logical conjunction (AND).".
- Rvachev_function label "Rvachev function".
- Rvachev_function sameAs Q4047790.
- Rvachev_function sameAs m.07xqfw.
- Rvachev_function sameAs R-функция.
- Rvachev_function sameAs Q4047790.
- Rvachev_function wasDerivedFrom Rvachev_function?oldid=563892245.
- Rvachev_function isPrimaryTopicOf Rvachev_function.