A note on the Lawrence-Krammer-Bigelow representation.
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The notion of free group is defined, a relatively wide collection of groups which enable infinite set summation (called ), is introduced. Commutative -groups are studied from the set-theoretical point of view and from the point of view of free groups. Commutativity of the operator which is a special kind of inverse limit and factorization, is proved. Tensor product is defined, commutativity of direct product (also a free group construction and tensor product) with the special kind of...
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