- 02-520 L Nedelec
- Existence of resonances for matrix schrodinger operators
(348K, ps)
Dec 17, 02
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Abstract. We study the resonances of matrix Schr\"odinger operators, in the
semi-classical limit, motivated
by the Born-Oppen\-heimer approximation. Precisely, we are interested
in a lower bound on the number
of resonances near a point. We obtain the lower bound $C h^{-1}|\ln h|^{-\frac 3 2}$ for $n=3$.
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