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Description
  • Je dokázáno, že když A a B jsou ortogonálně σ-úplné komutativní pseudo-BCK-algebry takové, že A je izomorfní s direktním faktorem v B a B je izomorfní s direktním faktorem v A, potom algebry A a B jsou izomorfní. (cs)
  • It is proved that if A and B are orthogonally σ-complete commutative pseudo-BCK-algebras such that A is isomorphic to a direct factor in B, and B is isomorphic to a direct factor in A, then A and B are isomorphic.
  • It is proved that if A and B are orthogonally σ-complete commutative pseudo-BCK-algebras such that A is isomorphic to a direct factor in B, and B is isomorphic to a direct factor in A, then A and B are isomorphic. (en)
Title
  • Cantor-Bernstein theorem for pseudo-BCK-algebras
  • Cantor-Bernstein theorem for pseudo-BCK-algebras (en)
  • Cantor-Bernsteinova věta pro pseudo-BCK-algebry (cs)
skos:prefLabel
  • Cantor-Bernstein theorem for pseudo-BCK-algebras
  • Cantor-Bernstein theorem for pseudo-BCK-algebras (en)
  • Cantor-Bernsteinova věta pro pseudo-BCK-algebry (cs)
skos:notation
  • RIV/61989592:15310/08:00005629!RIV09-MSM-15310___
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  • RIV/61989592:15310/08:00005629
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  • Commutative pseudo-BCK-algebra; orthogonal σ-completeness; direct factor (en)
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  • US - Spojené státy americké
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  • International Journal of Theoretical Physics
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  • 47
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  • Kühr, Jan
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  • 0020-7748
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