论文标题
温斯坦互合歧管中的捆量量化
Sheaf quantization in Weinstein symplectic manifolds
论文作者
论文摘要
使用带束带的微局部理论，我们将一个类别与每个温斯坦歧管相关联。通过构建微局部专业函数，我们表明精确的Lagrangians在我们的类别中提供对象，并且该类别在Weinstein同型下是不变的。
Using the microlocal theory of sheaves, we associate a category to each Weinstein manifold. By constructing a microlocal specialization functor, we show that exact Lagrangians give objects in our category, and that the category is invariant under Weinstein homotopy.
