We consider the classical equations of the Born-Infeld-Abelian-Higgs model (with and without coupling to gravity) in an axially symmetric ansatz. A numerical analysis of the equations reveals that the (gravitating) Nielsen-Olesen vortices are smoothly deformed by the Born-Infeld interaction, characterized by a coupling constant β 2 , and that these solutions cease to exist at a critical value o...

In this article, we present a fermionic extension of the scalar Born-Infeld equation, which has been derived from the Nambu-Goto superstring action in (2 + 1) dimensions through the Cartesian parameterization. It is demonstrated that in the relativistic limit where c → ∞, the fermionic Born-Infeld model reduces to the supersymmertic Chaplygin gas model in one spatial dimension. However, the sup...

In this article, we present a fermionic extension of the scalar Born-Infeld equation, which has been derived from the Nambu-Goto superstring action in (2 + 1) dimensions through the Cartesian parameterization. It is demonstrated that in the relativistic limit where c → ∞, the fermionic Born-Infeld model reduces to the supersymmetric Chaplygin gas model in one spatial dimension. However, the sup...