- 99-481 Mondher DAMAK, Vladimir GEORGESCU
- C*-Crossed Products and a Generalized
Quantum Mechanical N-Body Problem
(306K, Postscript)
Dec 21, 99
-
Abstract ,
Paper (src),
View paper
(auto. generated ps),
Index
of related papers
-
Abstract. For each finite dimensional real vector space $X$ we construct a
$C^*$-algebra $\goth C^X$ graded by the lattice of all subspaces
of $X$ and we compute its quotient with respect to the algebra of
compact operators. This allows one to describe the essential spectrum
and to prove the Mourre estimate for the self-adjoint operators
affiliated to $\goth C^X$.
- Files:
99-481.src(
99-481.keywords ,
cpnb.ps )