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From the 1 of 5 linked papers with an AI index.

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5 papers

math.AP2026

Many-point tropical relaxation and the Monge--Ampère equation

Nikita Kalinin, Ernesto Lupercio, Higinio Serrano +1

The authors develop a tropical approximation scheme for the planar Aleksandrov Monge‑Ampère equation using concave tropical series defined by point clouds, and prove that the scale…

math.KT2026

Magnetic Equivariant Graded Brauer Group

Higinio Serrano, Bernardo Uribe

Given a magnetic finite group, we consider the similarity classes of magnetic equivariant central simple graded algebras over the complex numbers. We call this set the magnetic equ…

math.KT2025

Magnetic Equivariant K-theory

Higinio Serrano, Bernardo Uribe, Miguel A. Xicoténcatl

We present the fundamental properties of the K-theory groups of complex vector bundles endowed with actions of magnetic groups. In this work we show that the magnetic equivariant K…

math.KT2025

Rational magnetic equivariant K-theory

Higinio Serrano, Bernardo Uribe, Miguel A. Xicoténcatl

We introduce the magnetic equivariant K-theory groups as the K-theory groups associated to magnetic groups and their respective magnetic equivariant complex bundles. We restrict th…

cond-mat.mtrl-sci2025

Spin Chern number in altermagnets

Rafael Gonzalez-Hernandez, Higinio Serrano, Bernardo Uribe

This work explores the topological properties of altermagnets, a novel class of collinear magnetic materials. We employ equivariant K-theory of magnetic groups and Hamiltonian mode…