The neighborhood overlap (NOVER) of an edge u-v is defined as the ratio of the number of nodes who are neighbors for both u and v to that of the number of nodes who are neighbors of at least u or v. In this paper. we hypothesize that an edge u-v with a lower NOVER score bridges two or more sets of vertices. with very few edges (other than u-v) connecting vertices from one set to anoth... https://balboasurfandsstylers.shop/product-category/boys-s-s-rashguard/