论文标题
在较高扭曲的K理论和球形T偶二维的Chern角色上
On the Chern character in Higher Twisted K-theory and spherical T-duality
论文作者
论文摘要
在本文中，我们构建了由共同动物类别（较高扭曲的K理论中的Chern特征）引起的更高曲折的构建，并将其映射到较高的扭曲的共同体中。我们表明，这引起了较高的扭曲K理论与较高扭曲的共同体之间的同构。最后，我们在非常普遍的情况下计算较高扭曲的K理论和较高扭曲的共同体学中的球形T-偶。
In this paper, we construct for higher twists that arise from cohomotopy classes, the Chern character in higher twisted K-theory, that maps into higher twisted cohomology. We show that it gives rise to an isomorphism between higher twisted K-theory and higher twisted cohomology over the reals. Finally we compute spherical T-duality in higher twisted K-theory and higher twisted cohomology in very general cases.
