Antimatroid
In mathematics, an antimatroid is a formal system that describes processes in which a set is built up by including elements one at a time, and in which an element, once available for inclusion, remains available until it is included. Antimatroids are commonly axiomatized in two equivalent ways, either as a set system modeling the possible states of such a process, or as a formal language modeling the different sequences in which elements may be included.Dilworth (1940) was the first to study antimatroids, using yet another axiomatization based on lattice theory, and they have been frequently rediscovered in other contexts.
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Birkhoff's representation theoremBlock graphChordal graphClosure operatorConvex geometryConvex hullConvex setDilworth's theoremGreedoidKnowledge spaceLinear extensionMatroidNathalie WahlOptimality TheoryOrdinal optimizationPartial cubePartially ordered setPointed setPseudotrianglePtolemaic graphRadon's theoremRobert P. DilworthSemimodular latticeShelling sequence
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Antimatroid
In mathematics, an antimatroid is a formal system that describes processes in which a set is built up by including elements one at a time, and in which an element, once available for inclusion, remains available until it is included. Antimatroids are commonly axiomatized in two equivalent ways, either as a set system modeling the possible states of such a process, or as a formal language modeling the different sequences in which elements may be included.Dilworth (1940) was the first to study antimatroids, using yet another axiomatization based on lattice theory, and they have been frequently rediscovered in other contexts.
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In mathematics, an antimatroid ...... f knowledge of human learners.
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Στα μαθηματικά, αντιματροειδές ...... στάσεις της ανθρώπινης γνώσης.
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In mathematics, an antimatroid ...... ediscovered in other contexts.
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Στα μαθηματικά, αντιματροειδές ...... 991) για μια εκτενή έρευνα της
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Antimatroid
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Αντιματροειδές
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