# On the Finite Dimensional Unitary Representations of Kazhdan Groups

## Proceedings of the American Mathematical Society / v.127 no.5. 1999, pp.1557-1562 window.___gcfg = {lang: 'ko'}; (function() { var po = document.createElement('script'); po.type = 'text/javascript'; po.async = true; po.src = 'https://apis.google.com/js/platform.js'; var s = document.getElementsByTagName('script')[0]; s.parentNode.insertBefore(po, s); })();

Author :

Abstract : We use A. Weils criterion to prove that all finite dimensional unitary representations of a discrete Kazhdan group are locally rigid. It follows that any such representation is unitarily equivalent to a unitary representation over some algebraic number field.

Keyword : Primary 22D10 . Secondary 22E40, 20G15 . Property (T) . Rigidity

## On h-Cobordisms of Spherical Space Forms

Given a manifold M of dimension at least 4 whose universal covering is homeomorphic to a sphe..

## Rules and Reals

A k-rule is a sequence $\vec{A}$ = ((Alt;LAT ((A $_{n}$ , B $_{n}$ ): n ${\Bbb N}$ )..

## On the Structure of the Set of Bounded Solutions on a Periodic Lienard Equation

We describe the dynamics of a class of second order periodic differential equations whose mai..

## The Holomorphic Extension of H<LATEX><TEX>$^{p}$</TEX></LA..

We consider the set of CR functions on a connected tube submanifold of C $^{n}$ satisfying ..

## Estimates for the Green Function of a General Sturm-Liouville Operator and Thei..

For a general Sturm-Liouville operator with nonnegative coefficients, we obtain two-sided est..