Tsemo Aristide

activity

20042025

most citedApplications of closed models defined by counting to graph theory and topology

1 citations · 2 across the 12 of their papers we have counts for

collaborators

13 papers

math.DG2025

The algebra and the geometry aspect of Deep learning

Tsemo Aristide

This paper investigates the foundations of deep learning through insight of geometry, algebra and differential calculus. At is core, artificial intelligence relies on assumption th…

math.DG2022

Global linearizable actions on topological manifolds

Tsemo Aristide, Yaounde Cameroon

Let $M$ be a finite dimensional topological aspherical manifold whose universal cover is $R^{n}$ . In this paper, we study $A f f (M)$ , the subgroup of the group of homeomorphisms…

math.DG2020★ 1 cited

Linear foliations on affine manifolds

Tsemo Aristide

In this paper, we study affine manifolds endowed with linear foliations. These are foliations defined by vector subspaces invariant by the linear holonomy. We show that an $n$ -dime…

math.DG2019

Gerbes, uncertainty and quantization

Tsemo Aristide

The explanation of the photoelectric effect by Einstein and Maxwell's field theory of electromagnetism have motivated De Broglie to make the hypothesis that matter exhibits both wa…

math.AG2017

Some properties of G-schemes

Tsemo Aristide

In this paper, we continue to adapt the theories of spectra and schemes developed by Grothendieck in algebraic geometry to the category of groups. Let $G$ be a group, and $(H,f_G^H…

math.AT2015

Grothendieck topos, gerbes and lifting actions of group objects

Tsemo Aristide

Let $C$ be a Grothendieck topos, $G$ and $H$ group objects of $C$ . Let $p : P \to X$ be an $H$ -torsor. Suppose that $X$ is endowed with an action of $G$ . In this paper, we stu…