For monomial algebraic and algebroid curves over a noetherian ring R, the relative Lipschitz saturation equals A[t^{L(r)}], where L(r) is computed explicitly from the numerical semigroup of the exponents.
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Monomial algebraic and algebroid curves and their Lipschitz saturation over the ground ring
For monomial algebraic and algebroid curves over a noetherian ring R, the relative Lipschitz saturation equals A[t^{L(r)}], where L(r) is computed explicitly from the numerical semigroup of the exponents.