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A HOMFLYPT-type invariant for pseudo links via a resolution in Hecke algebras
Ioannis Diamantis
Data Analytics and Digitalisation
GSBE other - not theme-related research
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Preprint
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Dive into the research topics of 'A HOMFLYPT-type invariant for pseudo links via a resolution in Hecke algebras'. Together they form a unique fingerprint.
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INIS
resolution
100%
algebra
100%
maps
66%
construction
66%
values
33%
information
33%
yields
33%
markov process
33%
polynomials
33%
Mathematics
Hecke Algebras
100%
Linear Combination
33%
Weighted Sum
33%
Homomorphism
33%
Superposition
33%
Invariant Polynomial
33%
Keyphrases
Skein Relation
50%
Classical Link
50%
Classical Resolution
25%
Skein
25%
Algebraic Specification
25%