论文标题
扭曲的真实椭圆形的共同学
Twisted Real quasi-elliptic cohomology
论文作者
论文摘要
在本文中，我们构建了扭曲的真实ellipriptic旋转的共同体，作为扭曲的kr kr理论。该理论系统地结合了循环旋转和反射。在建立了该理论的基本特性之后，我们构建了扭曲的椭圆形蓬松素特征，而没有曲折的弦乐同步弦乐的真实类似物。我们还探讨了理论与泰特曲线的关系。
In this paper we construct twisted Real quasi-elliptic cohomology as the twisted KR-theory of loop groupoids. The theory systematically incorporates loop rotation and reflection. After establishing basic properties of the theory, we construct twisted elliptic Pontryagin characters and, without twists, Real analogues of the string power operation of quasi-elliptic cohomology. We also explore the relation of the theory to the Tate curve.
