$\mathbb{A}^1$-Brouwer degrees in Macaulay2

Andrew R. Tawfeek; Frenly Espino; Joel Louwsma; Jordy Lopez Garcia; Nikita Borisov; Thomas Brazelton; Thomas Hagedorn; Wern Juin Gabriel Ong; Zhaobo Han

arxiv: 2312.00106 · v2 · pith:Q25PVVR2new · submitted 2023-11-30 · 🧮 math.AG · math.AC· math.AT

mathbb{A}¹-Brouwer degrees in Macaulay2

Nikita Borisov , Thomas Brazelton , Frenly Espino , Thomas Hagedorn , Zhaobo Han , Jordy Lopez Garcia , Joel Louwsma , Wern Juin Gabriel Ong

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Andrew R. Tawfeek

This is my paper

classification 🧮 math.AG math.ACmath.AT

keywords numbersbrouwerdegreesmacaulay2mathbba1brouwerdegreesbilinearcharacteristic

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We describe the Macaulay2 package "A1BrouwerDegrees" for computing local and global $\mathbb{A}^1$-Brouwer degrees and studying symmetric bilinear forms over the complex numbers, the real numbers, the rational numbers, and finite fields of characteristic not equal to 2.

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mathbb{A}¹-Brouwer degrees in Macaulay2

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