Derivations and Reflection Positivity on the Quantum Cylinder
classification
🧮 math.OA
keywords
reflectioncylinderpositivityderivationsnoncommutativeoperatorsquantumanalog
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We describe the general structure of unbounded derivations in the quantum cylinder. We prove a noncommutative analog of reflection positivity for Laplace-type operators in a noncommutative cylinder following the ideas of Jaffe and Ritter proof of reflection positivity for Laplace operators on manifolds equipped with a reflection.
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