| GENERIC IDEALS AND MORENO-SOC IAS CONJECTURE (2007) | |||||||||||||
Abstract | |||||||||||||
| Abstract. Let f1; : : : ; fn be homogeneous polynomials generating a generic ideal I in the ring of polynomials in n variables over an infinite field. MorenoSoc ' ias conjectured that for the graded reverse lexicographic term ordering, the initial ideal in(I) is a weakly reverse lexicographic ideal. This paper contains a new proof of Moreno-Soc'ias ' conjecture for the case n = 2. 1. | |||||||||||||
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