论文标题
Grothendieck对线性符号几何形状的应用
Applications of Grothendieck's inequality to linear symplectic geometry
论文作者
论文摘要
最近，在符号几何形状中，人们对将各种功能界定在矩阵空间上引起了兴趣。看来，Grothendieck关于分解的定理是证明这种界限的有用工具。在本说明中，我们提出了两个这样的应用程序。
Recently in symplectic geometry there arose an interest in bounding various functionals on spaces of matrices. It appears that Grothendieck's theorems about factorization are a useful tool for proving such bounds. In this note we present two such applications.
