Towards an L p Potential Theory for Sub–Markovian Semigroups: Kernels and Capacities

Author:

Jacob Niels,Schilling René L.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,General Mathematics

Reference47 articles.

1. Hoh, W., Jacob, N.: Towards an L p potential theory for sub–Markovian semigroups: variational inequalities and balayage theory. J. Evol. Equ., 4, 297–312 (2004)

2. Malliavin, P.: Implicit functions in finite corank on the Wiener space, Itô, K. (ed.): Proceedings Taniguchi Symp. Stoch. Anal. Katata and Kyoto 1982, Math. Libr. 32, North–Holland, Amsterdam, 369–386, 1984

3. Fukushima, M.: Two topics related to Dirichlet forms: quasi–everywhere convergence and additive functionals, Dell’Antonio, G., Mosco, U. (eds.): Dirichlet Forms, Lect. Notes Math. 1563, Springer, Berlin, 21–53, 1993

4. Fukushima, M., Kaneko, H.: On (r, p)–capacities for general Markovian semigroups, Albeverio, S. (ed.): Infinite dimensional analysis and stochastic processes, Res. Notes Math. 124, Pitman, Boston (MA), 41–47, 1985

5. Fukushima, M., Oshima, Y., Takeda, M.: Dirichlet Forms and Symmetric Markov Processes, Stud. Math. 19, de Gruyter, Berlin, 1994

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