2015Russian MathematicsRequires access

Biquandle invariants for links in the projective space

D. V. Gorkovets

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Abstract

We introduce the notion of the projective biquandle (an object related to links in projective space). The paper is devoted to the proof that for any link in projective space the number of admissible colorings by projective biquandle of its diagram is invariant.

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What this paper is about

We introduce the notion of the projective biquandle (an object related to links in projective space). The paper is devoted to the proof that for any link in projective space the number of admissible colorings by projective biquandle of its diagram is invariant.

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Available abstract

We introduce the notion of the projective biquandle (an object related to links in projective space). The paper is devoted to the proof that for any link in projective space the number of admissible colorings by projective biquandle of its diagram is invariant.

Key concepts: Mathematics, Projective space, Projective test, Quaternionic projective space, Collineation, Complex projective space, Real projective space, Pencil (optics)

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