Description Usage Arguments Author(s) References See Also Examples
View source: R/polyConversion.R
The HOMFLY polynomial of the mirror image of a knot is computed by substituting
l = -l^-1
1 | HOMFLY2mirror(HOMFLY)
|
HOMFLY |
a single element character vector containing the HOMFLY polynomial |
Federico Comoglio, federico.comoglio@bsse.ethz.ch
Maurizio Rinaldi, maurizio.rinaldi@pharm.unipmn.it
Freyd P, Yetter D, Hoste J, Lickorish WBR, Millett K, et al. (1985) A new polynomial invariant of knots and links. Bull Amer Math Soc (NS) 12: 239-246.
Kauffman, L. Knots and Physics. Teaneck, NJ: World Scientific, p. 19, 1991.
HOMFLYpolynomial
,
HOMFLY2Alexander
,
HOMFLY2Jones
1 2 3 4 5 6 | ## Not run:
##convert the right-handed trefoil knot polynomial into the left-handed trefoil polynomial
HOMFLY.trefoil <- "-1/l**4 + 2/l**2 + m**2/l**2"
HOMFLY2mirror(HOMFLY.trefoil)
## End(Not run)
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