A note on the involutive invariants of certain pretzel knots
Kristen Hendricks, Matthew Issac, Nicholas McConnell
TL;DR
This paper calculates involutive knot invariants specifically for pretzel knots of the form P(-2,m,n) with odd m and n greater than or equal to 3, expanding understanding of these invariants in knot theory.
Contribution
It provides explicit computations of involutive invariants for a specific class of pretzel knots, which was previously not well-understood.
Findings
Explicit involutive invariants for P(-2,m,n) pretzel knots.
Extension of involutive knot invariant computations to new knot classes.
Enhanced understanding of the structure of these invariants in pretzel knots.
Abstract
We compute the involutive knot invariants for pretzel knots of the form P(-2,m,n) for m and n odd and greater than or equal to 3.
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Taxonomy
TopicsGeometric and Algebraic Topology