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  • The Neumann problem for an elliptic equation in a N-dimensional bounded domain D and for external forces with degenerations or singularities relating to the m-dimensional variety M laying in the boundary of D are considered. The underlying ideas of proof of the existence of the considered problem solution are given for the remaining cases of N - m = 1 and N - m = 2.
  • The Neumann problem for an elliptic equation in a N-dimensional bounded domain D and for external forces with degenerations or singularities relating to the m-dimensional variety M laying in the boundary of D are considered. The underlying ideas of proof of the existence of the considered problem solution are given for the remaining cases of N - m = 1 and N - m = 2. (en)
  • Je uvažován Neumannův problém pro eliptickou rovnici v N-dimenzionální omezené oblasti D a pro vnější síly s degenerací nebo singularitami vztaženými k m-dimenzionální varietě M, která leží na hranici oblasti D. Základní myšlenka důkazu existence řešení uvažovaného problému je podána pro zbývající případy N-m=1 a N-m=2. (cs)
Title
  • Neumannův problém pro eliptickou rovnici v Sobolevových mocninných váhových prostorech (cs)
  • Neumann problem for elliptic equation in Sobolev power weighted spaces
  • Neumann problem for elliptic equation in Sobolev power weighted spaces (en)
skos:prefLabel
  • Neumannův problém pro eliptickou rovnici v Sobolevových mocninných váhových prostorech (cs)
  • Neumann problem for elliptic equation in Sobolev power weighted spaces
  • Neumann problem for elliptic equation in Sobolev power weighted spaces (en)
skos:notation
  • RIV/49777513:23640/03:00000105!RIV07-MSM-23640___
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  • RIV/49777513:23640/03:00000105
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  • Neumann problem; ellipticity; weighted spaces; hardy`s inequality (en)
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  • NL - Nizozemsko
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  • Mathematics and Computers in Simulation
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  • Voldřich, Josef
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  • 0378-4754
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