Thiago D. O. Silva

works on

computer algebra 1 lipschitz saturation 1 macaulay2 1 modules 1 toric varieties 1

From the 1 of 5 linked papers with an AI index.

activity

20242026

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math.AC2025

The contraction property on the relative weak normalization and Lipschitz saturation of algebras

Thiago da Silva

Inspired by the results obtained in \cite{SR}, in this work, we develop techniques to handle the contraction property for weak normalization and Lipschitz saturation of algebras fo…

math.AC2024

Monomial algebraic and algebroid curves and their Lipschitz saturation over the ground ring

Anne FrÃ¼hbis-KrÃ¼ger, Thiago da Silva

In this article, we provide an explicit description of the Lipschitz saturation $A_{B, R}^{*}$ of a subalgebra $A \subseteq R [[t^{I^_{1}^{3}}, \dots, t^{I^_{n}^{3}}]]$ over a ring $R$ in terms of…