Andres Mejia

activity

20162023

C_{2}

Spider

1 citations · 1 across the 3 of their papers we have counts for

collaborators

4 papers

math.AT2023

A linearization map for genuine equivariant algebraic $K$ -theory

Maxine Calle, David Chan, Andres Mejia

We introduce a version of algebraic $K$ -theory for coefficient systems of rings which is valued in genuine $G$ -spectra for a finite group $G$ . We use this construction to build a g…

math.CO2023

The Generalized Makeev Problem Revisited

Andres Mejia, Steven Simon, Jialin Zhang

Based on a result of Makeev, in 2012 Blagojević and Karasev proposed the following problem: given any positive integers $m$ and $1 \leq ℓ \leq k$ , find the minimum dimension $d=Δ(…

math.QA2018★ 1 cited

Admissibility and the $C_{2}$ Spider

Wade Bloomquist, Andres Mejia

A tensor category is multiplicity-free if for any objects $A, B, C$ we have that $Hom (A \otimes B \otimes C, C)$ is either $0$ or $1$ dimensional. It is known that $Re…

math.NT2016

Classically Integral Quadratic Forms Excepting at Most Two Values

Madeleine Barowsky, William Damron, Andres Mejia +3

Let $S \subseteq N$ be finite. Is there a positive definite quadratic form that fails to represent only those elements in $S$ ? For $S = \emptyset$ , this was solved (for cl…

A linearization map for genuine equivariant algebraic K-theory

The Generalized Makeev Problem Revisited

Admissibility and the C2​ Spider

Classically Integral Quadratic Forms Excepting at Most Two Values

A linearization map for genuine equivariant algebraic $K$ -theory

Admissibility and the $C_{2}$ Spider