Notes for AKT-091008-1/0:31:58: Difference between revisions

Revision as of 08:32, 3 November 2011

Comments:

The statement is reasonable and doesn't look hard.
[math]\displaystyle{ |W_{sl_N}^{top}(D)| }[/math] is proportional to the number of planar embeddings of [math]\displaystyle{ D }[/math] with minor conditions.
If [math]\displaystyle{ D }[/math] is planar, [math]\displaystyle{ |W_{sl_2}(D)| }[/math] is proportional to the number of 4-colorings of the plane divided by [math]\displaystyle{ D }[/math].

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-Comments:
+''Comments'':
-. the statement is reasonable and doesn't look hard
+# The statement is reasonable and doesn't look hard.
-. <math>|W_{sl_N}^{top}(D)|</math> is proportional to the number of planer embeddings of <math>D</math> with minor conditions
+# <math>|W_{sl_N}^{top}(D)|</math> is proportional to the number of planar embeddings of <math>D</math> with minor conditions.
-. If <math>D</math> is planar <math>|W_{sl_2}^(D)|</math> is proportional to the number of 4-colorings of the plane divided by <math>D</math>
+# If <math>D</math> is planar, <math>|W_{sl_2}(D)|</math> is proportional to the number of 4-colorings of the plane divided by <math>D</math>.