Andean E. Medjedovic

collaborators

5 papers

math.CO2021

Enumerating Staircase Diagrams and Smooth Schubert Varieties over type $E$ Dynkin Diagrams

Andean E. Medjedovic, William Slofstra

We enumerate the number of staircase diagrams over classically finite $E$ -type Dynkin diagrams, extending the work of Richmond and Slofstra (Staircase Diagrams and Enumeration of s…

math.NT2021

Real Mahler Series

Andean E. Medjedovic

Let $α$ and $β$ be positive real numbers. Let $F (x) \in K [[x^{Γ}]]$ be a Hahn series. We prove that if $F (x)$ is both $α$ -Mahler and $β$ -Mahler then it must be a rational function, $…

math.CO2020

Incidence bounds on Edge Partitions of $K_{n}$

Andean E. Medjedovic

We solve a problem conjectured by Cheriyan, giving sharp bounds for incidence of certain edge partitions of the connected graph on $n$ -vertices. We briefly discuss the history of t…

math.NT2020

A Look at Chowla's Problem

Andean Medjedovic

In this paper we look at the history behind Chowla's problem on the solutions to $L (1, f) = 0$ for periodic $f$ . We focus on the results given by Baker, Birch and Wirsing on the top…

math.AG2020

Grothendieck's Classification of Line Bundles over the Riemann Sphere

Andean E. Medjedovic

In this paper we look at Grothendieck's work on classifying holomorphic bundles over the complex projective line. The paper is divided into $4$ parts. The first and second part we…

Enumerating Staircase Diagrams and Smooth Schubert Varieties over type E Dynkin Diagrams

Real Mahler Series

Incidence bounds on Edge Partitions of Kn​

A Look at Chowla's Problem

Grothendieck's Classification of Line Bundles over the Riemann Sphere

Enumerating Staircase Diagrams and Smooth Schubert Varieties over type $E$ Dynkin Diagrams

Incidence bounds on Edge Partitions of $K_{n}$