 00220 Simon B.
 Resonances in one dimension and Fredholm determinants
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May 10, 00

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Abstract. We discuss resonances for Schrodinger operators in whole and halfline
problems. One of our goals is to connect the Fredholm determinant approach
of Froese to the Fourier transform approach of Zworski. Another is to
prove a result on the number of antibound states  namely, in a
halfline problem there are an odd number of antibound states
between any two bound states.
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