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On the completeness of root function system of the Dirac operator with two-point boundary conditionsThe paper is concerned with the completeness property of root functions of the Dirac operator
Lagrangian formalism for the new Dirac equation described by the new Dirac equation in the framework of the Lagrange formalism.
On the Spectrum of Nonself-Adjoint Dirac Operators with Two-Point Boundary ConditionsAbstract: We consider the spectral problem for the Dirac operator with arbitrary two
Fundamental solutions of the equations of quantum mechanics as distributions and distinctive properties of the Dirac equation solutionsWe show that the causal Green's functions for interacting particles in external fields in both
On the scattering of Dirac electron by electrostatic rectangular barrier (Klein problem)The problem of the motion of a Dirac electron in a one-dimensional stepwise changing electrostatic
Применение представления δ-функции Дирака «обычной» функцией для перехода от дискретного распределения к непрерывному as the arithmetic mean of P. Dirac's functions. The function is then replaced by its representation via a «regular
Accurate calculations for the Dirac electron in the field of two-center Coulomb field: Application to heavy ionsThe relativistic Dirac equation for a bound electron in the field of two fixed positive charges
Weyl solutions and j-selfadjointness for Dirac operatorsWe consider a non-selfadjoint Dirac-type differential expression D(Q)y:=Jn [Formula presented] +Q
Algorithm for the Numerical Solution of the Stefan Problem and its Application to Calculations of the Temperature of Tungsten Under Impulse Action the heat conductivity equation in a uniform form in the entire domain using the Dirac delta function
Gel'fand-Ito-Schwartz generalized functions and quantum mechanics of Dirac electrons and Einstein photons the problem on the constructing of Green function for Dirac electron in external electromagnetic field
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