Mathematische Nachrichten

Volume 146, Issue 21-23 pp. 323-333

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A Class of One-Dimensional Markov-Processes Related to Time Reversal

M. Weber, 

M. Weber

Sektion Mathematik Technische Universität Mommsenstraße 13 Dresden DDR - 8027

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M. Weber, 

M. Weber

Sektion Mathematik Technische Universität Mommsenstraße 13 Dresden DDR - 8027

Search for more papers by this author

First published: 1990

https://doi.org/10.1002/mana.19901462102

Citations: 2

References

• 1 K. Ito, H. P. McKean, Diffusion processes and their sample paths, New York 1965
  Google Scholar
• 2 H. Langer, W. Schenk, Generalized second-order differential operators, corresponding gap diffusions and superharmonic transformations, Math. Nachr. (to appear)
  Google Scholar
• 3 P. Mandl, Analytical treatment of one-dimensional Markov processes, Prag and Berlin—Heidelberg—New York 1968
  Google Scholar
• 4 M. Weber, Zeitumkehr für reguläre Quasidiffusionsprozesse mit nichtlokalen Randbedingungen, Diplomarbeit, TU Dresden 1986
  Google Scholar
• 5 M. Nagasawa, Time reversions of Markov processes, Nagoya Math. J. 24 (1964) 177–204
  10.1017/S0027763000011405

  Google Scholar
• 6 K. Yosida, Functional Analysis, Berlin—Heidelberg—New York 1965
  Google Scholar

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Volume146, Issue21-23

1990

Pages 323-333

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