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Description
  • V práci se dokazuje, že je možné libovolně předepsat (v rámci obecných omezení) čtveřice hodnot zobecněných aritmetických hustot typu dolní a horní asymptotická a logaritmická hustota v široké třídě aritmetických pologrup. (cs)
  • There is proved in the paper, that there always exists a set of generalized integers in a wide class of arithmetica semigroups possessing prescribed quadruple of values (subject to known general restrictions) of generalized arithmetic densities of the type upper and lower asymptotic and logarithmic density.
  • There is proved in the paper, that there always exists a set of generalized integers in a wide class of arithmetica semigroups possessing prescribed quadruple of values (subject to known general restrictions) of generalized arithmetic densities of the type upper and lower asymptotic and logarithmic density. (en)
Title
  • On Arithmetic Densities of Sets of Generalized Integers
  • On Arithmetic Densities of Sets of Generalized Integers (en)
  • O aritmetických hustotách množin zobecncných celých čísel (cs)
skos:prefLabel
  • On Arithmetic Densities of Sets of Generalized Integers
  • On Arithmetic Densities of Sets of Generalized Integers (en)
  • O aritmetických hustotách množin zobecncných celých čísel (cs)
skos:notation
  • RIV/67985807:_____/08:00315006!RIV09-AV0-67985807
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  • P(GA201/07/0191), Z(AV0Z10300504)
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  • 384546
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  • RIV/67985807:_____/08:00315006
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  • asymptotic density; logarithmic density; weighted means; arithmetical semigroup; arithmetic function; generalized arithmetic density; topological density (en)
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  • [F29658039A91]
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  • Kyiv
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  • Porubský, Štefan
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number of pages
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  • Institute of Mathematics, NAS of Ukraine
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  • 978-966-02-4891-5
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