The following pages link to State models for link polynomials (Q923427):
Displaying 20 items.
- Plane graphs and link invariants (Q685681) (← links)
- Bands, tangles and linear skein theory (Q756773) (← links)
- Composition products and models for the homfly polynomial (Q917976) (← links)
- State models and the Jones polynomial (Q1090975) (← links)
- Some more states models for link invariants (Q1188089) (← links)
- Shadow links and face models of statistical mechanics (Q1205533) (← links)
- Combinatorics and topology - François Jaeger's work in knot theory (Q1296152) (← links)
- Computer evaluation of Homfly polynomials by using Gauss codes, with a skein-template algorithm (Q1569089) (← links)
- Computer evaluation of Kauffman polynomials by using Gauss codes, with a skein-template algorithm (Q1855027) (← links)
- Skein invariants of links and their state sum models (Q2333422) (← links)
- On a state model for the \(\mathrm{SO}(2n)\) Kauffman polynomial (Q2511323) (← links)
- On a generalization of Jones polynomial and its categorification for Legendrian knots (Q2683685) (← links)
- Alexander-Conway polynomial state model and link homology (Q2799079) (← links)
- The state representation of polynomic maps (Q3216497) (← links)
- Applying Lipson's state models to marked graph diagrams of surface-links (Q3450789) (← links)
- The HOMFLY-PT polynomial is fixed-parameter tractable (Q5115785) (← links)
- Elementary Combinatorics of the HOMFLYPT Polynomial (Q5190024) (← links)
- New skein invariants of links (Q5218914) (← links)
- STATE MODELS FOR KNOT POLYNOMIALS AN INTRODUCTION (Q5386824) (← links)
- A twisted dimer model for knots (Q5414335) (← links)
