论文标题
在双重汉密尔顿法确定的纳米片中，相干量子相滑和约瑟夫森连接之间的双重性
Duality between coherent quantum phase slip and Josephson junction in a nanosheet determined by the dual Hamiltonian method
论文作者
论文摘要
使用双重汉密尔顿方法研究了纳米片中相干量子相滑动与约瑟夫森连接之间的双重性。这相当于在零温度下2 + 1维度中超导性与超导量之间的二元性。事实证明，这种方法在反派近似中是可靠的。还显示了双重金堡 - 兰道理论的可能性，这是超级群的现象学和双重BCS理论（这是微观理论）。
The duality between coherent quantum phase slip and Josephson junction in nanosheets was investigated using the dual Hamiltonian method. This is equivalent to the duality between superconductivity and superinsulator in the 2 + 1 dimension at zero temperature. This method proved to be reliable within the Villain approximation. The possibility of the dual Ginzburg-Landau theory, which is the phenomenology of superinsulators and the dual BCS theory, which is a microscopic theory, is also shown.
