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Functional integral for non-Lagrangian systems
Functional integral non-Lagrangian systems
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2010/3/19
A novel functional integral formulation of quantum mechanics for non-Lagrangian systems is presented. The new approach, which we call "stringy quantization," is based solely on classical equations of ...
Functional Integral Approach to Transition Temperature of a
Homogeneous Imperfect Bose Gas
Bose gas functional integral transition temperature
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2007/8/15
2004Vol.41No.6pp.895-898DOI:
Functional Integral Approach to Transition Temperature of a
Homogeneous Imperfect Bose Gas
HU Guang-Xi,1,2 DAI Xian-Xi,1,3 DAI
Ji-Xin,4 and
William E...
Functional-Integral Based Perturbation Theory for the Malthus-Verhulst Process
Birth-and-death process Master equation Path integral Omega-expansion Doi formalism
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2010/10/13
We apply a functional-integral formalism for Markovian birth and death processes to determine asymptotic corrections to mean-field theory in the Malthus-Verhulst process (MVP). Expanding about the sta...