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Bibliographie
BLUMENTHAL-GETOOR.-Markov Processes. Academic Press. New York (1968).
BOURBAKI.-Intégration. Chap. 1–4 2° Ed. Hermann. Paris (1952).
DENY.-Méthodes hilbertiennes en théorie du potentiel. C.I.M.E. 1969.
FEYEL-de la PRADELLE.-Dualité des quasi résolvantes de Ray. Séminaire de Théorie du Potentiel L.N. 713, Springer Berlin, Heidelberg New-York (1979).
FUKUSHIMA.-Dirichlet forms and Markov processes. North Holland-Kodanska. Amsterdam, Oxford, New-York (1980).
GETOOR.-Ray Processes and Right Processes. L.N. 440. Springer. Berlin, Heidelberg, New-York (1975).
LE JAN.-Dual markovian semi-groups and processes. Functional Analysis in Markov processes. L.N. 923. Springer. Berlin, Heidelberg, New-York (1982).
LE JAN.-Quasi-continuous functions and Hunt processes. J. Math. Soc. Japon vol. 35, no 1 (1983) p. 37–42.
MEYER P.A.-Probabilités et Potentiel. (première édition Hermann). Paris (1966).
MOKOBODZKI G.-Compactification relative à la topologie fine en théorie du potentiel. Dans ce volume.
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Le Jan, Y. (1984). Fonctions “cad-lag” sur les trajectoires d'un processus de Ray. In: Mokobodzki, G., Pinchon, D. (eds) Théorie du Potentiel. Lecture Notes in Mathematics, vol 1096. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0100122
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DOI: https://doi.org/10.1007/BFb0100122
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