Download e-book for kindle: Algebraic Structure of Knot Modules by J. P. Levine

A £ AZ + A z correspond with of also lifts C £ ~ C £+I C£ + C ~.

I = (t - l ) Z k i j a j Since t - 1 is an auto- or: - 6ij)~ j = O; i = 1 ..... k j=l = det((t - l)hi~j the X(1) k But then A hlp. be g e n e r a t o r s ((t - l)hij of for also g e n e r a t e p(1) It is the mh c I hA = 0, So it suffices ~ ~ A Conversely satisfying: implies to see that to be K. ideal of of a = I. to be p r i m i t i v e Consider mXA to find any we may w r i t e Yi K. can be chosen Yi(1) of type is a principal of n e c e s s i t y , of type = i, are the r a t i o n a l of the elements m.

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Algebraic Structure of Knot Modules by J. P. Levine


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