Notes for AKT-090910-2/0:02:16: Difference between revisions

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Invariance under R2 forces us to set (after computation and comparison):
Invariance under R2 forces us to set (after computation and comparison):

<br>
<math>B=A^{-1}</math>
: <math>B=A^{-1}</math>
⚫
: <math>d=-A^2-A^{-2}</math>
<br>
⚫
<math>d=-A^2-A^{-2}</math>


Now, the Kauffman bracket becomes a Laurent polynomial in a single variable, <math>A</math>.
Now, the Kauffman bracket becomes a Laurent polynomial in a single variable, <math>A</math>.

Latest revision as of 16:03, 11 November 2009

Invariance under R2 forces us to set (after computation and comparison):

Now, the Kauffman bracket becomes a Laurent polynomial in a single variable, .

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