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There is recently in [5, 6] a characterization of certain noncommu- tative Hopf-Galois extensions - those with trivial centralizer (and arising in subfactor theory) - in terms
La conjecture ci-dessus est vraie pour des recouvrements satur´es avec des d i dont le produit des facteurs premiers n’est pas sup´erieur `a
(6) We mainly consider the ASCLT of the maximum of stationary Gaussian sequence satisfying (4), under the mild condition (6), which is crucial to consider other versions of the
We conjecture that the Parisi functional in the Sherrington-Kirkpatrick model is convex in the functional order parameter.. We prove a partial result that shows the convexity
Recently, in [MR07c], we have shown that the edge-reinforced random walk on any locally finite graph has the same distribution as a random walk in a random environment given by
Law of the iterated logarithm, central limit theorem, generalized domain of attraction, extreme values, operator normalization, self normalization, t
Another main difference from the [NMW] model is that the limiting distribution of the shortest path length may be concentrated on just one or two points, when the probability
Alb Lupa¸s, On sufficient conditions for certain subclass of analytic functions defined by differential S˘ al˘ agean operator, International Journal of Open Problem in Complex
