Keldysh Institute of Applied Mathematics of RAS, Moscow, Russian Federation. The article discusses the method of obtaining from general relativistic actions for systems of interacting massive charged ...

ABSTRACT: The application of Eulerian codes for the numerical solution of the kinetic equations of plasmas has become a powerful numerical tool. In the present work, we use an Eulerian Vlasov code for ...

ABSTRACT: The application of Eulerian codes for the numerical solution of the kinetic equations of plasmas has become a powerful numerical tool. In the present work, we use an Eulerian Vlasov code for ...

ABSTRACT: The application of Eulerian codes for the numerical solution of the kinetic equations of plasmas has become a powerful numerical tool. In the present work, we use an Eulerian Vlasov code for ...

The application of Eulerian codes for the numerical solution of the kinetic equations of plasmas has become a powerful numerical tool. In the present work, we use an Eulerian Vlasov code for the ...

Abstract: We combine a novel finite-element-based electromagnetic particle-in-cell (EM-PIC) algorithm for the solution of Maxwell-Vlasov equations on irregular (unstructured) grids together with the ...

Abstract: We investigate the optimal control problem with a final state constraint for the controlled Mckean-Vlasov type semi-linear stochastic evolution equations. By mean of Ekeland's variation ...

Abstract: This work deals with calculation of electron beam generated in a plasma focus device. The Vlasov-Maxwell equations of the charged particles are solved using the forward semi-Lagrangian ...

Abstract: The Vlasov-Poisson systems of equations (VP) describes the evolution of a distribution of collisionless particles under the effect of a collective-field potential. VP is at the basis of the ...

The solutions of the Vlasov-Einstein equations for a system of gravitating particles, for which initial conditions with a high degree of symmetry take place, have a form close to the De Sitter metric.