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19982025
most citedZeta Function Method for Repulsive Casimir Forces at Finite Temperature

1 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

cs.LG2025

Cooperative Sheaf Neural Networks

André Ribeiro, Ana Luiza Tenório, Juan Belieni +2

Sheaf diffusion has recently emerged as a promising design pattern for graph representation learning due to its inherent ability to handle heterophilic data and avoid oversmoothing…

math.CT2024

Grothendieck prelopologies: towards a closed monoidal sheaf category

Ana Luiza Tenório, Hugo Luiz Mariano

In this paper, we present a generalization of Grothendieck pretopologies -- suited for semicartesian categories with equalizers -- leading to a closed monoidal category of shea…

math.CT2024

Expanding Čech cohomology for quantales

Ana Luiza Tenório, Peter Arndt, Hugo Luiz Mariano

We expand Čech cohomology of a topological space with values in a presheaf on to Čech cohomology of a commutative ring with unity with values in a presheaf on . The…

math.CT2022★ 1 cited

The Category of Hypergroups: seeking for a generalized version of Abelian Categories

Kaique Matias de Andrade Roberto, Ana Luiza Tenório

In this paper we study categorical properties of the category of abelian hypergroups that leads to the notion of hyper (almost) preadditive and hyper (almost) abelian categories. O…

math.CT2022

On sheaves on semicartesian quantales and their truth values

Ana Luiza Tenório, Caio de Andrade Mendes, Hugo Luiz Mariano

In this paper, we introduce a new definition of sheaves on semicartesian quantales, providing first examples and categorical properties. We note that our sheaves are similar to the…

hep-th1998★ 1 cited

Zeta Function Method for Repulsive Casimir Forces at Finite Temperature

F. C. Santos, A. Tenório, A. C. Tort

We compute the Casimir energy between an unusual pair of parallel plates at finite temperature, namely, a perfectely conducting plate () and an infinitely permeable one…