Singular Knots and Involutive Quandles
classification
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singularalgebraicknotslinksstructuresapplicationcertaincolorings
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The aim of this paper is to define certain algebraic structures coming from generalized Reidemeister moves of singular knot theory. We give examples, show that the set of colorings by these algebraic structures is an invariant of singular links. As an application we distinguish several singular knots and links.
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