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On the extension to second quantization operators of a basic property of conditional expectations
2009The aim of this paper is to investigate whether a fundamental property of conditional expectations holds true for second quantization oper- ators. We provide necessary and su±cient conditions for that and we show how they reduce for speci ̄c choices of operators. Our proofs are based on two crucial formulas which relates Wick and ordinary products. New
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Parity operator and quantization of δ-functions
Communications in Mathematical Physics, 1976A Großmann, Großmann A
exaly
Operator quantization of relativistic dynamical systems subject to first class constraints
Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 1983I A Batalin, E S Fradkin
exaly
Constraints on operator ordering from third quantization
Annals of Physics, 2016Yoshiaki Ohkuwa, Mir Faizal
exaly
Operator quantization of dynamical systems with irreducible first- and second-class constraints
Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 1986I A Batalin, E S Fradkin
exaly
Pseudo-Differential Operator and Reproducing Kernels Arising in Geometric Quantization
2006Kenro Furutani
exaly

