The Gr?bner Bases and Canonical Form of Neural Ideal
As presented by Curto,et al.(2013),neural rings and ideals serve as powerful algebraic constructs that facilitate the systematic organization and analysis of combinatorial data within neural codes.In this paper,we present the relationship between the Gröbner basis and canonical form of the neural ideal.Some new RF-relationships are given by analyzing the forms of elements in neural ideals.
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