Lens spaces given from L-space homology 3-spheres
Abstract
Description
We consider the problem when lens spaces are given from homology spheres, and demonstrate that many lens spaces are obtained from L-space homology sphere which the Ozsváth Szabó's correction term $d(Y)$ is equal to 2. We show an inequality of slope and genus when $Y$ is L-space and $Y_p(K)$ is lens space.
11 pages, 2 tables, 2 figures
11 pages, 2 tables, 2 figures