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Алгебра симметрии уравнения Дирака в (2+1) пространстве-времениThe Dirac equation for a charge in an external electromagnetic field is the basic equation for

ON THE MASS OPERATOR FOR A PARTICLE WITH SPIN 1/2ON THE MASS OPERATOR FOR A PARTICLE WITH SPIN 1/2

On reflecting the Dirac-Weyl-Majorana fermions by an effective medium generated by Lobachevsky geometry of the Dirac equation are constructed which describe waves in space which are reflected from

Spectral Analysis of One-Dimensional Dirac System with Summable Potential and Sturm-Liouville Operator with Distribution Coefficients distribution of first order singularity, and the potential of Dirac operator is assumed to be a summable

Weak antilocalization and localization in Cd₃As₂ thin filmIn this work we present the results of magnetoresistance examination for a Cd3As2 thin film (with

Quantum Dirac fermions in a half-space and their interaction with an electromagnetic fieldWe study the polarization tensor of a Dirac field in (3 þ 1) dimensions confined to a half-space—a

Symmetry operators and separation of variables in the (2 + 1)-dimensional Dirac equation with external electromagnetic field coefficients for the Dirac equation with an external electromagnetic potential in a (2+1)-dimensional Riemann

О ВНУТРЕННЕЙ СИММЕТРИИ ДИРАКОВСКИХ И ДИРАК-КЭЛЕРОВСКИХ ПОЛЕЙV.A. Pletyukhov, P.P. Andrusevich. On Internal Symmetries of the Dirac and Dirac-Kähler Fields

ВНУТРЕННЕЯ СИММЕТРИЯ ДИРАКОВСКИХ И ДИРАК– КЭЛЕРОВСКИХ ПОЛЕЙ В ПРОСТРАНСТВЕ 2+1V.A. Pletyukhov, P.P. Andrusevich Internal symmetries of the Dirac and Dirac–Kähler fields

Dirac in 20th century physics: A centenary assessmentCurrent views on Dirac's creative heritage and on his role in the formation and development

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