This theory defines valuations on superrings and investigates their properties, implying new insights into commutative algebra.
A valuation theory for superrings is developed, extending classical constructions from commutative algebra to the Z₂-graded and supercommutative setting. We define valuations on superrings, investigate their fundamental properties, and explore the construction of Zariski-Riemann superspaces.
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Hernández et al. (2025) studied this question.
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