论文标题
在非线性电动力学存在下建筑物（1+1）全息超导体
Building (1+1) holographic superconductors in the presence of non-linear Electrodynamics
论文作者
论文摘要
在量规/重力二元性的框架中，尤其是$ ads_3/cft_2 $对应关系，我们研究了在Einstein-Power-Maxwell非线性电动动力学的情况下分析双重（1+2）维重力的一维超导体。在探针极限中，我们计算过渡的临界温度是标量场质量的函数。该计算采用雷利 - 里兹变异原理进行分析。与麦克斯韦在更高维度以及（1+3）维二维超级导体的（1+3）二维的爱因斯坦 - 马克斯韦理论的比较也是如此。
In the framework of the gauge/gravity duality, and in particular of the $AdS_3/CFT_2$ correspondence, we study one-dimensional superconductors analyzing the dual (1+2)-dimensional gravity in the presence of the Einstein-power-Maxwell non-linear Electrodynamics. In the probe limit we compute the critical temperature of the transition as a function of the mass of the scalar field. The computation is performed analytically employing the Rayleigh-Ritz variational principle. The comparison with a power Maxwell field in higher dimensions as well as with the (1+3)-dimensional Einstein-Maxwell theory for two-dimensional superconductors is made as well.
