Constructs an affine toric variety using a non-primitive 7-semigroup, suggesting new insights into algebraic structures.
This paper is devoted to constructing an affine toric variety from a non-primitive 7-semigroup of genus 9 generated by 5 elements such that the monomial curve associated with the 7-semigroup is a specialization of the affine toric variety.
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Jiryo Komeda (2006) studied this question.