Singular Manual: printPolynomialRightEquivalence

| #### D.15.15.9 printPolynomialRightEquivalence Procedure from library `polyclass.lib` (see polyclass_lib). Usage: printPolynomialRightEquivalence(RE); RE PolynomialRightEquivalence Return: print the transformation RE Example:
    LIB "polyclass.lib";
    ring R=0,(x,y),dp;
    PolynomialRightEquivalence RE;
    RE.in=basering;
    RE.images = list(makePoly(x-x*y),makePoly(y));
    RE.imagesInverse = list(makePoly(x+x*y),makePoly(y));
    printPolynomialRightEquivalence(RE);
    ==>
    ==> Transformation:
    ==> x-->-xy+x
    ==> y-->y

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