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  • V příspěvku je proveden důkaz existence, jednoznačnosti a regularity slabého řešení smíšeného problému pro nelineární difúzní rovnici v lipschitzovské oblasti za jistých předpokladů na data úlohy. Numerické řešení konkrétní úlohy je provedeno metodou MKP (cs)
  • In this paper we present the proof of existence, uniqueness and regularity of the weak solution for Nonlinear Diffusion Equation in Lipschitz Domain with certain conditions on data. The numerical solution of example is carried out by means of the finite element method.
  • In this paper we present the proof of existence, uniqueness and regularity of the weak solution for Nonlinear Diffusion Equation in Lipschitz Domain with certain conditions on data. The numerical solution of example is carried out by means of the finite element method. (en)
Title
  • Analysis of Mixed Problem for Nonlinear Diffusion Equation in Lipschitz Domain
  • Analýza smíšeného problému pro nelineární difúzní rovnici v lipschitzovské oblasti (cs)
  • Analysis of Mixed Problem for Nonlinear Diffusion Equation in Lipschitz Domain (en)
skos:prefLabel
  • Analysis of Mixed Problem for Nonlinear Diffusion Equation in Lipschitz Domain
  • Analýza smíšeného problému pro nelineární difúzní rovnici v lipschitzovské oblasti (cs)
  • Analysis of Mixed Problem for Nonlinear Diffusion Equation in Lipschitz Domain (en)
skos:notation
  • RIV/68407700:21110/06:01122079!RIV09-MSM-21110___
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  • 464950
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  • RIV/68407700:21110/06:01122079
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  • Diffusion equation; FEM model; Qualitative properties of the weak solution (en)
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  • [3D91EE0108C4]
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  • Proceedings of Workshop 2006
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  • Beneš, Michal
  • Havrdová, B.
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  • České vysoké učení technické v Praze
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  • 80-01-03439-9
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  • 21110
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