メカニズムデザイン・宿題解答 utgame2017 solution05 revised

We prove Levy’s Theorem for a new class of functions taking values from a dual space and we obtain almost sure strong convergence of martingales and mils satisfying various

In particular, we consider the following four subgroups: the intersection of all tidy subgroups for H on G (in the case that H is flat); the intersection of all H -invariant

A sequence α in an additively written abelian group G is called a minimal zero-sum sequence if its sum is the zero element of G and none of its proper subsequences has sum zero..

We prove that all semi-abelian categories with the the Smith is Huq prop- erty satisfy the Commutator Condition (CC): higher central extensions may be charac- terised in terms of

In analogy with Aubin’s theorem for manifolds with quasi-positive Ricci curvature one can use the Ricci flow to show that any manifold with quasi-positive scalar curvature or

The main purpose of the present paper is a development of the fibering method of Pohozaev [17] for the investigation of the inhomogeneous Neumann boundary value problems

Now, the collection of homotopy classes of maps from a space into a classifying space is a set, whereas the collections of equivalence classes of (weak homotopy) G-covering spaces

In [16], Runde proved that when G is the direct product of a family of finite groups or when G is an amenable discrete group, the Fourier-Stieltjes algebra B(G) is Connes-amenable