Mihir Mittal

collaborators

3 papers

math.LO2026

On Zarankiewicz's bounds for valued vector spaces

Hongyi Gou, Mihir Mittal, Chieu-Minh Tran +1

We establish absolute and relative almost-linear Zarankiewicz bounds for semilinear relations in valued vector spaces. For every fixed arity and description complexity, a $K_{t,\ld…

math.RT2026

On Zeta functions and $I^¼$ -series of string algebras

Rohun Easwar, Amit Kuber, Mihir Mittal

Let $I^¼_{I^} (t) := m \geq 1 \sum I^¼_{I^} (m) t^{m}$ be the \emph{ $I^¼$ -series} of a finite-dimensional tame algebra $I^$ over an algebraically closed field, where $I^¼_{I^} (m)$ de…

math.LO2024

Cantor-SchrÃ¶der-Bernstein theorem for a class of countable linear orders

Suyash Srivastava, Mihir Mittal

The shuffle of a non-empty countable set $S$ of linear orders is the (unique up to isomorphism) linear order $I^ (S)$ obtained by fixing a coloring function $ Ï: \mathbb{Q} \to…

On Zarankiewicz's bounds for valued vector spaces

On Zeta functions and I^¼-series of string algebras

Cantor-SchrÃ¶der-Bernstein theorem for a class of countable linear orders

On Zeta functions and $I^¼$ -series of string algebras