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References
- P. Dupuis and H. Ishii. SDEs with oblique reflection on nonsmooth domains. Annals of Probability 21 No. 1 (1993) 554-580. Math. Review 1207237
- P. Dupuis and H. Ishii. Correction : SDEs with oblique reflection on nonsmooth domains. Annals of Probability 36 No. 5 (2008) 1992-1997. Math. Review 2440929
- W. Fenchel. Convex cones, sets, and functions. Lecture notes, Princeton Univ. (1953). Math. Review number not available.
- M. Fradon and S. Roelly. Infinite system of Brownian balls with interaction: the non-reversible case. ESAIM: PS 11 (2007) 55-79. Math. Review 2299647
- M. Fradon and S. Roelly. Infinite system of Brownian balls : Equilibrium measures are canonical Gibbs. Stochastics and Dynamics 6 No. 1 (2006) 97-122. Math. Review 2210683
- M. Fradon and S. Roelly. Infinitely many Brownian globules with Brownian radii. Preprint Universität Potsdam (2009), arXiv:1001.3252v1 [math.PR]. Math. Review number not available.
- N. Ikeda and S. Watanabe. Stochastic Differential Equations and Diffusion Processes. North Holland - Kodansha (1981). Math. Review 1011252
- P. L. Lions and A. S. Sznitman. Stochastic Differential Equations with Reflecting Boundary Conditions. Com. Pure and Applied Mathematics 37 (1984), 511-537. Math. Review 0745330
- Y. Saisho and H. Tanaka. Stochastic Differential Equations for Mutually Reflecting Brownian Balls. Osaka J. Math. 23 (1986), 725-740. Math. Review 0866273
- Y. Saisho and H. Tanaka. On the symmetry of a Reflecting Brownian Motion Defined by Skorohod's Equation for a Multi-Dimensional domain. Tokyo J. Math. 10 (1987), 419-435. Math. Review 0926253
- Y. Saisho. Stochastic Differential Equations for multi-dimensional domain with reflecting boundary. Probability Theory and Related Fields 74 (1987), 455-477. Math. Review 0873889
- Y. Saisho. A model of the random motion of mutually reflecting molecules in $R^d$. Kumamoto Journal of Mathematics 7 (1994), 95-123. Math. Review 1273971
- A. V. Skorokhod. Stochastic equations for diffusion processes in a bounded region 1, 2. Theor. Veroyatnost. i Primenen 6 (1961), 264-274; 7 (1962) 3-23. Math. Review number not available.
- H. Tanaka. Stochastic Differential Equations with Reflecting Boundary Conditions in Convex Regions. Hiroshima Math. J. 9 (1979), 163-177. Math. Review 0529332

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