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  • Tento článek navazuje na článek Noncomutative Join Spaces of Integral Operators and Related Hyperstructures, využívá jeho výsledky a faktu, že základní grupa integrálních operátorů obsahuje invariantní podgrupu, což nám umožňuje získat uzavřenou, invertibilní, reflexivní a normální podhypergrupu cílové transpoziční hypergrupy. (cs)
  • This contribution is a continuation of the paper Noncomutative Join Spaces of Integral Operators and Related Hyperstructures (here not defined concepts can be found there). It uses the results from it and the fact that the basic group of integral operators contains an invariant subgroup, which allows us to obtain a closed, invertible, reflexive and normal subhypergroup of the target transposition hypergroup. We will construct a discrete transformation hypergroup---in fact an action of hypergroup of integral operators on the space of continuous functions, which are created by Fredholm integral equations of the second kind, as a phase set.
  • This contribution is a continuation of the paper Noncomutative Join Spaces of Integral Operators and Related Hyperstructures (here not defined concepts can be found there). It uses the results from it and the fact that the basic group of integral operators contains an invariant subgroup, which allows us to obtain a closed, invertible, reflexive and normal subhypergroup of the target transposition hypergroup. We will construct a discrete transformation hypergroup---in fact an action of hypergroup of integral operators on the space of continuous functions, which are created by Fredholm integral equations of the second kind, as a phase set. (en)
Title
  • Hypergroups of Integral Operators in Connection with Transformation Structures
  • Hypergroups of Integral Operators in Connection with Transformation Structures (en)
  • Hypergrupy integrálních operátorů ve vztahu s transformačními strukturami (cs)
skos:prefLabel
  • Hypergroups of Integral Operators in Connection with Transformation Structures
  • Hypergroups of Integral Operators in Connection with Transformation Structures (en)
  • Hypergrupy integrálních operátorů ve vztahu s transformačními strukturami (cs)
skos:notation
  • RIV/60162694:G43__/07:#0001290!RIV08-MO0-G43_____
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  • RIV/60162694:G43__/07:#0001290
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  • hypergroups of integral operators (en)
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  • CZ - Česká republika
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  • Chvalina, Jan
  • Hošková, Šárka
  • Račková, Pavlína
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  • 1802-2308
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  • G43
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