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Conference material: "Academician O.B. Lupanov XIV International Scientific Seminar "Discrete Mathematics and Its Applications" (20-25 June 2022, Moscow)"
Authors: Kochergin V.V., Mikhailovich A.V.
Non-monotone complexity lower bound for multivalued functions
Abstract:
A lower estimate for the nonmonotone complexity of functions of a multivalued logic in an arbitrary complete finite basis, different from the upper estimates of nonmonotone complexity only for an additive constant, not basis dependent.
Keywords:
circuits, k-valued logic, non-monotone complexity
Publication language: russian,  pages: 3 (p. 77-79)
Russian source text:
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About authors:
  • Kochergin Vadim Vasilievich,  Lomonosov Moscow State University
  • Mikhailovich Anna Vitalievna,  National Research University Higher School of Economics