Masoud Zargar

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20172024

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math.AG2019

Riemannian structures and point-counting

Masoud Zargar

Suppose $(X_{n})$ is a sequence of positive-dimensional smooth projective complete intersections over $F_{q}$ with dimensions bounded from above and with characteristic zero l…

math.AG2017

Integration of Voevodsky motives

Masoud Zargar

In this paper, we construct four different theories of integration, two that are for Voevodsky motives, one for mixed $ℓ$ -adic sheaves, and a fourth theory of integration for ra…

math.AG2017

Comparison of Stable Homotopy Categories and a Generalized Suslin-Voevodsky Theorem

Masoud Zargar

Let $k$ be an algebraically closed field of exponential characteristic $p$ . Given any prime $ℓ \neq = p$ , we construct a stable étale realization functor $$\underline{\text{Ét}}_{\…