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Analytic capacity, rectifiability, Menger curvature, and the Cauchy integral / Hervé Pajot. (Lecture notes in mathematics ; 1799)

Analytic capacity, rectifiability, Menger curvature, and the Cauchy integral / Hervé Pajot. (Lecture notes in mathematics ; 1799)
Paper図書
Springerc2002.<MA115-B1>
National Diet Library
  • Subject HeadingGeometric measure theory. Capacity theory (Mathematics) Harmonic analysis.

Capacity and transport in contrast composite structures : asymptotic analysis and applications : hbk

Capacity and transport in contrast composite structures : asymptotic analysis and applications : hbk
Paper図書
A.A. Kolpakov, A.G. KolpakovCRC Pressc2010
Other Libraries in Japan
  • Subject Heading...matical models Capacity theory (Mathematics) Asymptotic expansions
  • Subject Heading (ID)...matical models Capacity theory (Mathematics) Asymptotic expansions

Analytic capacity, rectifiability, Menger curvature and the Cauchy integral

Analytic capacity, rectifiability, Menger curvature and the Cauchy integral
Paper図書
Hervé PajotSpringerc2002
Other Libraries in Japan
  • Subject HeadingGeometric measure theory Capacity theory (Mathematics) Harmonic analysis
  • Subject Heading (ID)Geometric measure theory Capacity theory (Mathematics) Harmonic analysis

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