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  • Jsou studovány nerovnosti pro třídu kladných řešení lineární skalární zpožděné rovnice Delta u(n+k)=-p(n)u(n) v tzv. kritickém případě. (cs)
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case are considered.
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case are considered. (en)
Title
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case.
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case. (en)
  • Nerovnosti pro třídu kladných řešení lineární skalární zpožděné rovnice Delta u(n+k)=-p(n)u(n) v tzv. kritickém případě. (cs)
skos:prefLabel
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case.
  • Inequalities for a Class of Positive Solutions of Linear Scalar Delayed Discrete Equation Delta u(n+k)=-p(n)u(n) in the Crical Case. (en)
  • Nerovnosti pro třídu kladných řešení lineární skalární zpožděné rovnice Delta u(n+k)=-p(n)u(n) v tzv. kritickém případě. (cs)
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  • RIV/00216305:26220/07:PU67685!RIV08-MSM-26220___
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  • 1-7
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  • RIV/00216305:26220/07:PU67685
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  • Inequalities, Positive Solution, Linear Scalar Delayed Discrete Equation, Crical Case. (en)
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  • [F68E0117D55D]
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  • Brno, University of Dedefence FEM
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  • XXVth International Colloquium on the Management of Educational Process, CD-ROM
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  • Baštinec, Jaromír
  • Diblík, Josef
  • Hlavičková, Irena
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  • VUNOB Brno
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  • 978-80-7231-228-3
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  • 26220
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