Multicritical Behavior of c=1 Matrix Model
H. Itoyama, M. Koike
Abstract
We discuss multicritical behavior of c=1 matrix model, extending the recent work of ref. CIO on a nonperturbative completion of the density of states function. For the odd orders of multicriticality, we are able to determine the higher genus contributions and a nonperturbative completion from the WKB wave function of the multicritical periodic potential. The expression for the contributions as a function of the scaled chemical potential is found to be the same as the one at the lowest critical point. We point out a strange scaling behavior.
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