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R. Léandre, “Large Deviations Estimates in Semi-Group Theory,” In: T. E. Simos, et al., Eds., Numerical Analysis and Applied Mathematics, A. I. P. Proceedings, American Institute Physics, Melville, 2008, pp. 351-355.

has been cited by the following article:

• TITLE: Estimate of an Hypoelliptic Heat-Kernel outside the Cut-Locus in Semi-Group Theory

  AUTHORS: Rémi Léandre

  KEYWORDS: Subriemannian Geometry; Heat-Kernels

  JOURNAL NAME: Applied Mathematics, Vol.3 No.12A, December 31, 2012

  ABSTRACT: We give a proof in semi-group theory based on the Malliavin Calculus of Bismut type in semi-group theory and Wentzel-Freidlin estimates in semi-group of our result giving an expansion of an hypoelliptic heat-kernel outside the cut-locus where Bismut’s non-degeneray condition plays a preominent role.