Equation of Vlasov–Maxwell–Einstein Type and Transition to a Weakly Relativistic Approximation

[1] Chernin A. D.(2008)“Dark energy and universal antigravitation,” Phys.- Usp. 51 253-282

[2] Lukash V. N.(2008)“Dark energy: Myths and reality,” Phys.- Usp. 51 283-289

[3] Rubakov V. A.(2012)Derivation and classification of Vlasov-type and magnetohydrodynamics equations: Lagrange identity and Godunov’s form Theor. Math. Phys. 170 394-405

[4] Vedenyapin V. V.(2017)Vlasov-type and Liouville-type equations, their microscopic, energetic, and hydrodynamical consequences Izv. Math. 81 505-541

[5] Negmatov M. A.(1993)Hamiltonian structure of the Vlasov–Einstein system and the problem of stability for spherical relativistic star clusters Ann. Phys. 225 114-166

[6] Vedenyapin V. V.(1968)Collective motions of the relativistic gravitational gas Ann. de l’I. H.P. Phys. Theor. 9 17-33

[7] Negmatov M. A.(1966)Relativistic transport theory Ann. Phys. 37 487-518

[8] Fimin N. N.(1977)Global symmetric solutions of the initial value problem in stellar dynamics J. Differ. Equations 25 342-364

[9] Kandrup H. E.(1993)“Smooth static solutions of the spherically symmetric Vlasov–Einstein system,” Ann. Inst. H. Poincaré Phys Theor. 59 383-397

[10] Morrison P. J.(2007)Solutions of the Vlasov equation in Lagrange coordinates Theor. Math. Phys. 151 556-565

[1] Chernin A. D.(2008)“Dark energy and universal antigravitation,” Phys.- Usp. 51 253-282

[2] Lukash V. N.(2008)“Dark energy: Myths and reality,” Phys.- Usp. 51 283-289

[3] Rubakov V. A.(2012)Derivation and classification of Vlasov-type and magnetohydrodynamics equations: Lagrange identity and Godunov’s form Theor. Math. Phys. 170 394-405

[4] Vedenyapin V. V.(2017)Vlasov-type and Liouville-type equations, their microscopic, energetic, and hydrodynamical consequences Izv. Math. 81 505-541

[5] Negmatov M. A.(1993)Hamiltonian structure of the Vlasov–Einstein system and the problem of stability for spherical relativistic star clusters Ann. Phys. 225 114-166

[6] Vedenyapin V. V.(1968)Collective motions of the relativistic gravitational gas Ann. de l’I. H.P. Phys. Theor. 9 17-33

[7] Negmatov M. A.(1966)Relativistic transport theory Ann. Phys. 37 487-518

[8] Fimin N. N.(1977)Global symmetric solutions of the initial value problem in stellar dynamics J. Differ. Equations 25 342-364

[9] Kandrup H. E.(1993)“Smooth static solutions of the spherically symmetric Vlasov–Einstein system,” Ann. Inst. H. Poincaré Phys Theor. 59 383-397

[10] Morrison P. J.(2007)Solutions of the Vlasov equation in Lagrange coordinates Theor. Math. Phys. 151 556-565