Alexander Getmanenko
Published 2008-09-02, updated 2010-04-28Version 4
The Witten Laplacian corresponding to a Morse function on the circle is studied using methods of complex WKB and resurgent analysis. It is shown that under certain assumptions the low-lying eigenvalues of the Witten Laplacian are resurgent.
Comments: color figures; typos corrected, minor changes of notation made
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