96-51 Klimek S., Lesniewski A.
Quantum Riemann Surfaces for Arbitrary Planck's Constant (26K, plain TeX) Mar 2, 96
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Abstract. We continue our study of quantum Riemann surfaces initiated in [1, 2, 3]. We construct a one parameter family of deformations of compact Riemann surfaces of genus \$g\geq 2\$. Our construction does not require any discretness condition on the value of Planck's constant. It coincides with the construction of [2] in the case when Planck's constant assumes the discrete set of values dictated by geometric quantization.

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