Augustin-Liviu Mare  JM HAIKJI B 5ECDB

A compact G-space is called a G-boundary in the sense of Furstenberg ([F1, F2]) if X is minimal and strongly proximal, or equivalently if X is the unique minimal G-invariant

Abstract. Also, we prove some results related to a conjecture of Milin on the logarithmic coefficients of functions in the class S and give some applications of them to obtain

determinant evaluations, totally symmetric self-complementary plane partitions, basic hypergeometric series.. † Supported in part by EC’s Human Capital and Mobility Program,

Geng, On the critical dimension of a semilinear degenerate elliptic equation involving critical Sobolev-Hardy exponent, Nonlinear Anal.. Gazzola, Existence of solutions for

Abstract: In this paper we prove a regularity result for very weak solutions of equations of the type −divA(x, u, Du) = B(x, u, Du), where A, B grow in the gradient like t p−1 and

More recently it was shown by one of the authors ([6]) that the pointwise closure of I(X, d) is locally compact if the space Σ(X) of the connected components of X is

Then we extend this notion to define b s -gauge structure on the space of nonempty closed subsets of the b metric space and prove some fixed point theorems for multivalued

Thus JC/a v is a defining system of invariant eigendistributions and the Fourier transform of Jr These systems wilt be known to be regular holo- nomic.. Here