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We define a generalization of the T\''oplitz quantization, suitable foroperators whose T\''oplitz symbols are singular. We then show that singularcurve operators in Topological Quantum Fields Theory (TQFT) are preciselygeneralized T\''oplitz operators of this kind and we compute for some of them,and conjecture for the others, their main symbol, determined by the associatedclassical trace function.

Symbolic calculus for singular curve operators