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  4. An Alexander-Type Invariant For Doodles
 
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An Alexander-Type Invariant For Doodles

Date Issued
2022-11-01
Author(s)
Flores, Marcelo  
Facultad de Ciencias  
Juyumaya, Jesús  
Facultad de Ciencias  
Bruno Cisneros
Christopher Roque-Márquez
DOI
10.1142/s0218216522500900
WoS ID
WOS:000884573600002
Abstract
We construct an Alexander-type invariant for oriented doodles from a deformation of the Tits representation of the twin group and from the Chebyshev polynomials of the second kind. Like the Alexander polynomial, our invariant vanishes on unlinked doodles with more than one component. We also include values of our invariant on several doodles.
Subjects

Algebra And Number Th...

Mathematics

OCDE Subjects

Natural Sciences::Phy...

Quartile (Date Issued)
Q4
License
acceso restringido

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