Scalar multi-wormholes© 2016 IOP Publishing Ltd.In 1921 Bach and
Weyl derived the method of superposition to construct
The Operational Model of Quantum Measurement of Kuryshkin-Wodkiewicz distribution
function is uniquely related to
Weyl quantization rule, which says that a classical observable A q
Toda p-brane black holes and polynomials related to Lie algebras. They are defined up to a set of
functions H-s obeying non-linear differential equations equivalent to Toda
On flux integrals for generalized Melvin solution related to simple finite-dimensional Lie algebra. It is governed by a set of n moduli
functions Hs(z) obeying n ordinary differential equations with certain
Dissipativity of the quantum measurement model to describe the measured values of the quantum object using
Weyl quantization rule, applied to the classical
The Algebrodynamics: Quaternions, Twistors, Particles-Riemann equations (GCRE) - the differentiability conditions for the
functions of biquaternionic variable
On the matrix equation for a spin 2 particle in pseudo-riemannian space-timeIvashkevich, A.,
Buryy, A.,
Ovsiyuk, E.,
Balan, V.,
Kisel, V.,
Red’kov, V. within the Tetrode-
Weyl-Fock-Ivanenko tetrad method.
Charge critical phenomena in a field heterostructure with two-dimensional crystal the
Weyl semi-metal (WSM) ZrTe5, representative of a quasi-two-dimensional crystal was chosen
The quantization of the classical two-dimensional Hamiltonian systems on the classical normal form, according to the rules of Born-Jordan and
Weyl-MacCoy, its quantum analogs