论文标题
准文学，差异和非共同几何形状
Quasifolds, Diffeology and Noncommutative Geometry
论文作者
论文摘要
将对象嵌入quasifolds之后，我们将c*agebra与任何Quasifold的每个地图集相关联，并显示不同地图集如何给Morita等效代数。这建立了差异学和非交通性几何形状（以当今非理性福鲁赛的经典示例开始）之间的新桥梁，该几何形状将C* - 代数的莫里塔类别与差异类的Quasifold类相关联。
After embedding the objects quasifolds into the category {Diffeology}, we associate a C*-agebra with every atlas of any quasifold, and show how different atlases give Morita equivalent algebras. This builds a new bridge between diffeology and noncommutative geometry (beginning with the today classical example of the irrational torus) which associates a Morita class of C*-algebras with a diffeomorphic class of quasifolds.
