带符号的交叉帽奇点计数

摘要：

给出了m维紧致带边流形流形M到R^（2 m-1）（m为奇数）的映射的交叉帽奇点代数数的计算方法.作为一个应用，将（m-1）维球面到R^（2 m-2）的浸入g的相交数描述为与g自然相关的映射的交叉帽的代数数.

英文摘要：

There is presented a method for computing the algebraic number of cross-cap singularities for mapping from m dimensional compact manifold with boundary M into R^(2m-1), m is odd. As an application, the intersection number of an immersion g from (m-1)-dimensional sphere to R^(2m-2) is described as the algebraic number of cross-caps of a mapping naturally associated with g.

机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。