标量Born-Infeld方程的费米子推广及其与超对称Chaubergin气体的关系
Fermionic extension of the scalar Born-Infeld equation and its relation to the supersymmetric Chaplygin gas
摘要：
本文给出标量Born-Infeld方程的一个费米子推广，它是由（2+1）维Nambu-Goto超弦作用量通过笛卡尔参数化导出的.证明了在相对论极限c \to \infty下，费米Born-Infeld模型在一维空间中约化为超对称Chaubergin气体模型.然而，超对称性本身并没有被保留下来。
英文摘要：
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 \to \infty, the fermionic Born-Infeld model reduces to the supersymmetric Chaplygin gas model in one spatial dimension. However, the supersymmetry itself is not preserved.
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