vol13_pp197-239. 385KB Jun 04 2011 12:05:53 AM
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Then we state Theorem 2.2 presenting a list of equivalent assertions describing any equivariant weak n -equivalences by means of the Bredon homology with local coefficients..
Using known results on algebraically orbit reflexive linear transformations, those linear transformations on a complex Banach space that are determined by their invariant subsets
While the classification of generalized matrix products under eigenvalue-preserving similarity transformations and the corresponding canonical forms have been known since the
Using known results on algebraically orbit reflexive linear transformations, those linear transformations on a complex Banach space that are determined by their invariant subsets
Nilpotent groups have a very strong algebraic structure which is inherited by their subgroups, and using this fact the first author showed that an analog of Varoupoulos’s theorem
We prove a comparison theorem and maximum principle for a local solution of quasi-linear parabolic stochastic PDEs, similar to the well known results in the deterministic case..
From the earlier studies of random walks on fractals it is known that the walk is ruled by two parameters, by the fractal dimension and an exponent describing the conductivity of
Thus we have a coupling based proof of the n log n + O ( n ) mixing time bound for the lazy random walk against a Cayley adversary.. This also works against a holomorphic adversary,
