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Quantum Riemann Surfaces and the Measure of Noncommutativity |
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PP: 51-56 |
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doi:10.18576/qpl/070303
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Author(s) |
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Simon Davis,
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Abstract |
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| It is known that there exists a formulation of the quantum Riemann surface with a value of the deformation parameter related
to the genus. A specific value of ¯h may be derived from breaking of the quantum symmetry. The partition function for string theory is
generalized to include a sum over quantum surfaces. A Fock space is constructed at the ideal boundary consisting of a countable set of
points. |
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