On the existence and rigidity of critical Z2 eigenvalues
On the existence and rigidity of critical Z2 eigenvalues
In this article, we study the eigenvalues and eigenfunction problems for the Laplace operator on multivalued functions, defined on the complement of the 2n points on the round sphere. These eigenvalues and eigensections could also be viewed as functions on the configuration spaces of points, introduced and systematically studied by …