New Parities and Coverings over Free Knots
classification
🧮 math.GT
keywords
paritiesfreeappliedciteconstructcoveringsdependdevelop
read the original abstract
In the present paper, we develop the parity theory invented in \cite{ManSb}; we construct new parities for two-component (virtual and free) links. New parities significantly depend on geometrical properties of diagrams; in particular, they are mutation-sensitive. New parities can be used practically in all problems, where parities were previously applied.
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