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Global Static Solutions of the Spherically Symmetric Vlasov-Einstein-Maxwell (VEM) System for Low Charge

Global Static Solutions of the Spherically Symmetric Vlasov-Einstein-Maxwell (VEM) System for Low Charge
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摘要 We consider the VEM system in the context of spherical symmetry and we try to establish a global static solutions with isotropic pressure that approaches Minkowski spacetime at infinity and have a regular center. To be in accordance with numerical investigation we take here low charge particles. We consider the VEM system in the context of spherical symmetry and we try to establish a global static solutions with isotropic pressure that approaches Minkowski spacetime at infinity and have a regular center. To be in accordance with numerical investigation we take here low charge particles.
出处 《Advances in Pure Mathematics》 2013年第1期121-126,共6页 理论数学进展(英文)
关键词 The VEM SYSTEM ISOTROPIC Pressure Spherical Symmetry Particle Energy Angular MOMENTUM Lebesgue’s Dominated Converge Theorem The VEM System Isotropic Pressure Spherical Symmetry Particle Energy Angular Momentum Lebesgue’s Dominated Converge Theorem
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