collaborators

5 papers

math.GT2025

Generalizing quadratic -Algebraic sets in

Javier Bracho, Luis Montejano

Motivated by our study of the complex Banach conjecture, we characterize a complex ellipsoids as compact subsets of , with the property that every complex…

math.MG2025

Flat grazes of convex bodies and local characterization of quadrics

Jesús Jerónimo-Castro, Luis Montejano, Efrén Morales-Amaya

We prove several localized characterizations of quadrics and, between them, the localized Blaschke's Theorem and use this result to give some characterizations of the ellipsoid rel…

math.GT2024

The 10 antipodal pairings of strongly involutive polyhedra

Javier Bracho, Eric Paulí Pérez, Luis Montejano +1

It is known that strongly involutive polyhedra are closely related to self-dual maps where the antipodal function acts as duality isomorphism. Such a family of polyhedra appears in…

physics.ao-ph20245 cited

New approaches and error assessment to snow cover thickness and density using air temperature data at different heights

Diego García-Maroto, Luis Durán, Miguel Ángel de Pablo Hernández

Snow poles are inexpensive systems composed of a wooden mast with temperature sensors affixed at varying heights with the purpose of estimating the snow depth. They are frequently…

math.MG2023

Complex homothetic sections and projections through a Helly type Theorem for cosets of

Jorge Luis Arocha, Javier Bracho, Luis Montejano

We prove that two closed subsets of complex space $\C^n$ with corresponding complex homothetic sections (projections) are complex homothetic. The proof uses a new Helly-type theore…