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of the projective class of the semi-symmetric spaces, is a metrical approach also to determine some of the most natural anisotropic manifolds through the symmetry property given by
Key words: homogeneous spaces, weakly symmetric spaces, homogeneous spaces of posi- tive Euler characteristic, geodesic orbit spaces, normal homogeneous Riemannian
In the unbounded variation case with zero Gaussian coefficient previously excluded, excursions start negative continuously, but the excursion measures away from the right inverse
Indeed, necessary (and sufficient) conditions for the smooth fit to hold are found to be regularity of the diffusion process X , differentiability of the gain function at the
In particular, we show that non-trivial correlation measures have unbounded support, and that Md has a certain convexity property.. Using this convexity property, we construct
Key words: Gaussian processes, processes indexed by trees, bounded processes, summation on trees, metric entropy.. AMS 2000 Subject Classification: Primary 60G15; Secondary:
A functional large deviations principle for quadratic forms of Gaussian stationary processes. Large deviations for Poisson random measures and processes with
Every discrete space is surely metrizable (discrete metric) but only finite metriz- able spaces will certainly be discrete.. Metrizable spaces satisfy the separation
