Kurosh theorem à la Ribes-Steinberg

The strategic diagram is


to plainly grasp the technique


Filed under math

3 responses to “Kurosh theorem à la Ribes-Steinberg

  1. pleased, tell me where I can find more

  2. Raymond Rogers

    Hello again, In case you don’t remember; we have talked before. I noticed that you had an entry concerning generating functions. I have recently finished some work concerning Pascal Matrices/Umbral calculus and branched out into generating functions at the end using similar (but slightly different) techniques. Basically: if f(x,t) is a generating function then mapping t-H (a pascal kernel matrix) gives immediate closed form coefficient matrix. With very little work. Would you be interested? I am just looking around for somebody to review the work; both for correctness and usefulness.


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