文献
J-GLOBAL ID:201302229163979642   整理番号:13A0383324

Estimates of the Besov norms on the fractal boundary and applications

著者 (1件):
資料名:
巻: 55  号:ページ: 565-589  発行年: 2003年 
JST資料番号: O3164A  ISSN: 0025-5645  資料種別: 逐次刊行物 (A)
発行国: その他 (ZZZ)  言語: 英語 (EN)
引用文献 (18件):
  • COIFMAN, R. R. L'integrale de Cauchy definit un operateur borne sur L^2 pour les courbes lipschitziennes. Ann. of Math. 1982, 116, 361-387
  • DAHLBERG, B. E. J. Hardy spaces and the Neumann problem in L^p for Laplace's equation in a Lipschitz domain. Ann. of Math. 1987, 125, 437-465
  • HUTCHINSON, J. E. Fractals and selfsimilarity. Indiana Univ. Math. J. 1981, 30, 713-747
  • JERISON, D. S. Boundary behavior of harmonic functions in non-tangentially accessible domains. Adv. Math. 1982, 46, 80-147
  • JONES, P. W. Quasiconformal mappings and extendability of functions in a Sobolev spaces. Acta Math. 1981, 147, 71-88
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