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Analytical approximation of the stress-energy tensor of a quantized scalar field in static spherically symmetric spacetimesAnalytical approximations for 〈φ 2〉 and 〈T ν μ〉 of a quantized scalar field in static spherically
Clifford numbers from Bohr–Sommerfeld quantization of Grassmann-variant systems© 2015, Pleiades Publishing, Inc. Bohr–Sommerfeld quantization is discussed for Grassmann
Giant magnetoresistance in quantum magnetic contactsWe present calculations of quantized conductance and magnetoresistance in nanosize point contacts
Digital Spectral Analysis by means of the Method of Averag Modified Periodograms Using Binary-Sign Stochastic Quantization of Signals. The solution to this problem is based on the use of binary-sign stochastic quantization for converting
Digital Spectral Analysis by means of the Method of Averag Modified Periodograms Using Binary-Sign Stochastic Quantization of Signals. The solution to this problem is based on the use of binary-sign stochastic quantization for converting
Giant magnetoresistance in quantum magnetic contactsWe present calculations of quantized conductance and magnetoresistance in nanosize point contacts
Deformation quantization of framed presymplectic manifoldsWe consider the problem of deformation quantization of presymplectic manifolds in the framework
Computer modeling of hydrogen-like atoms in quantum mechanics with nonnegative distribution function with the quantization rules in Kuryshkin's quantum mechanics, operators of observable quantities are computed. Based
Unbounded random operators and Feynman formulaeWe introduce and study probabilistic interpolations of various quantization methods. To do this, we
Collective Lorentz invariant dynamics on a single 'polynomial' worldline of total rest energy (rest mass) are obtained; the latter is 'self-quantized', i.e. for any worldline takes
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