摘要

We classify the affine actions of U-q(sl(2)) on commutative polynomial rings in m >= 1 variables. We show that, up to scalar multiplication, there are two possible actions. In addition, for each action, the subring of invariants is a polynomial ring in either m or m - 1 variables, depending upon whether q is or is not a root of 1.

  • 出版日期2015-6

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