Singular Manual: rootsMain

  | #### D.8.6.11 rootsMain Procedure from library `zeroset.lib` (see zeroset_lib). Usage: rootsMain(f); where f is a polynomial Purpose: compute all roots of f in a finite extension of the ground field without multiplicities. Return: list, all entries are polynomials
        _[1] = roots of f, each entry is a polynomial
        _[2] = 'newA' - if the ground field is Q(b) and the extension field
               is Q(a), then 'newA' is the representation of b in Q(a)
        _[3] = minpoly of the algebraic extension of the ground field
Assume: basering = Q[x,a] ideal mpoly must be defined, it might be 0! Note: might change the ideal mpoly!!

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