Any time

Verbatim

- All results
- Verbatim

Science Foundation and by a grant from the U.S.-Israel Binational Science Foundation. 138 ... subalgebra of diagonal matrices, and p is the map that replaces all the ... for all a € Il, where u, is a unitary in the multiplier algebra of e2D2 and uz ... homeomorphism on P implies that 012) | G is a homeomorphism on G.

PA,B(t3 = PAmB(t)-S A(x) d8(x) S B(x) dp(x). THEOREM 1. ... Let gt be a transitive C5 Anosov fiow on a compact man- ifold M. Asszume that ... where the supremum is taken over the set of a-invariant probability measures and hv(ff) is the ... is called a Markov section if the first return map a: II -* H has the following properties : ...

The examples we will treat are spaces of functions that live on light cones and ... the map /? —> в(p) where pw\ = a(p)w\ defines a group isomorphism ... (2.4) of Xo shows that any function in Sa(X°) is determined by its restriction ... [KR] S. Kudla and S. Rallis, Degenerate principal series and invariant distributions, Israel J.

Jan 20, 2005 · ON AUTOMORPHISMS OF CATEGORIES OF FREE ... the second author was partially supported by THE ISRAEL SCIENCE ... Thus if an automorphism Φ is inner the object Φ(A) is isomorphic to A for ... Thus every map sA is an isomorphism between the source structure and the ... x (x0) = sA(x) = σA ◦ αA.

Given a linear automorphism A of the torus, its quantization is a unitary oper- ator UN (A) on HN , called the quantum propagator, or “quantized cat map”.

support by Israel Science Foundation grant 199/14. 1 ... fact, it seems not obvious how to construct a system where the almost sure DLT does ... Suppose T is a Borel map on a standard probability space (X,S,µ), and f : X ... ˜Sa(x, n) − aN∗. √.

INTRODUCTION. Let A denote the infinite series GS a ,, where tSttSS is a sequence of ... dimensional Frйchet space on which a continuous homogeneous norm can be defined. ... j e J there exists a linear map L; from r ;. ... respectively, such that A does not determine B. Then SA,, = SA X Sp, . Proof. ... Jerusalem, ISrael and.

butional limit theorem is a scaling limit for the distributions of the random variables XT := ... support by Israel Science Foundation grant 199/14. 1 ... fact, it seems not obvious how to construct a system where the almost ... Suppose T is a Borel map on a standard probability space (X,S,µ), and f : X ... ˜Sa(x, n) − aN∗. √. N∗.

Algebra ̂sln. Dedicated to Israel M. Gelfand on the occasion of his 90th birthday. By ... In case g(A) is semisimple, V. Drinfeld has introduced a remarkable affine ... The proper map ϖα : Mα → Mα glues together various parabolic sheaves ... the Uhlenbeck compactification of moduli space of vector bundles on a surface.

Pr°klem, if every. (non-separable) Banach space is homeomorphic to a Hilbert space, is still ... Most of the facts on topological equivalence of Banach spaces have been obtained ... (*) induces the. Bernstein map h: X -> l(v), where hx = (dfl( x )-d a+1(x)) • £ a(x)- ... tems of subspaces of X, L a = Sa X and L a = Ra X. Example C. X ...