Abstract

In this paper, we define the set of singular grid diagrams SG\mathcal{SG} which provides a unified description for singular links, singular Legendrian links, singular transverse links, and singular braids. We also classify the complete set of all equivalence relations on SG\mathcal{SG} which induce the bijection onto each singular object. This is an extension of the known result of Ng-Thurston for non-singular links and braids.

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