Manuel Merida-Angulo

collaborators

3 papers

math.AG2016

Graphs, $F_{1}$ -schemes and virtual mixed Tate motives

Manuel Merida-Angulo, Koen Thas

In a number of recent works [6, 7] the authors have introduced and studied a functor $F_{k}$ which associates to each loose graph $Γ$ -which is similar to a graph, but wher…

math.AG2016

The structure of Deitmar Schemes, II. Zeta functions and automorphism groups

Manuel Merida-Angulo, Koen Thas

We provide a coherent overview of a number of recent results obtained by the authors in the theory of schemes defined over the field with one element. Essentially, this theory enco…

math.AG2016

Automorphisms of Deitmar schemes, I. Functoriality and Trees

Manuel Merida-Angulo, Koen Thas

In a recent paper [3], the authors introduced a map $F$ which associates a Deitmar scheme (which is defined over the field with one element, denoted by $F_{1}$ ) wi…

Graphs, F1​-schemes and virtual mixed Tate motives

The structure of Deitmar Schemes, II. Zeta functions and automorphism groups

Automorphisms of Deitmar schemes, I. Functoriality and Trees

Graphs, $F_{1}$ -schemes and virtual mixed Tate motives