Pages that link to "Item:Q1569089"
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The following pages link to Computer evaluation of Homfly polynomials by using Gauss codes, with a skein-template algorithm (Q1569089):
Displaying 11 items.
- Computer algebra and colored Jones polynomials (Q861181) (← links)
- Random state transitions of knots: a first step towards modeling unknotting by type II topoisomerases (Q876535) (← links)
- On the calculation of the Kauffman bracket polynomial (Q963954) (← links)
- A computer program to calculate Alexander polynomial from Braids presentation of the given knot (Q1826694) (← links)
- Computer evaluation of Kauffman polynomials by using Gauss codes, with a skein-template algorithm (Q1855027) (← links)
- Analysis of trapped entanglements in polymer networks. (Q1873330) (← links)
- A simple algorithm to compute link polynomials defined by using skein relations (Q2236700) (← links)
- Calculating colored homflypt invariants with image processing and a new form of Gauss code (Q2358128) (← links)
- A note on band surgery and the signature of a knot (Q5855931) (← links)
- An introduction to KnotPlot (Q6612738) (← links)
- Using the HOMFLYPT polynomial to compute knot types (Q6612739) (← links)
