Khoa Ta

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math.RT2025

Bounding regularity of $VI^{m}$ -modules

Wee Liang Gan, Khoa Ta

Fix a finite field $F$ . Let $VI$ be a skeleton of the category of finite dimensional $F$ -vector spaces and injective $F$ -linear maps. We study $…

math.RT2025

Bounding regularity of $F I^{m}$ -modules

Wee Liang Gan, Khoa Ta

Let $F I$ be a skeleton of the category of finite sets and injective maps, and $F I^{m}$ the product of $m$ copies of $F I$ . We prove that if an $F I^{m}$ -module is generated in degree $\l…

Bounding regularity of VIm-modules

Bounding regularity of FIm-modules

Bounding regularity of $VI^{m}$ -modules

Bounding regularity of $F I^{m}$ -modules