activity
20182022
most citedOn Increasing and Invariant Parking Sequences

6 citations · 12 across the 6 of their papers we have counts for

collaborators

6 papers

math.CO2022

Pattern Avoidance in Parking Functions

Ayomikun Adeniran, Lara Pudwell

In this paper, we view parking functions viewed as labeled Dyck paths in order to study a notion of pattern avoidance first introduced by Remmel and Qiu. In particular we enumerate…

math.CO2020

Multivariate Difference Gončarov Polynomials

Ayomikun Adeniran, Lauren Snider, Catherine Yan

Univariate delta Gončarov polynomials arise when the classical Gončarov interpolation problem in numerical analysis is modified by replacing derivatives with delta operators. When…

math.CO2020★ 6 cited

On Increasing and Invariant Parking Sequences

Ayomikun Adeniran, Catherine Yan

The notion of parking sequences is a new generalization of parking functions introduced by Ehrenborg and Happ. In the parking process defining the classical parking functions, inst…

math.CO2019

Enumerating Parking Completions Using Join and Split

Ayomikun Adeniran, Steve Butler, Galen Dorpalen-Barry +5

Given a strictly increasing sequence with entries from , a parking completion is a sequence with and $|…

math.CO2019

Gončarov Polynomials in Partition Lattices and Exponential Families

Ayomikun Adeniran, Catherine Yan

Classical Gončarov polynomials arose in numerical analysis as a basis for the solutions of the Gončarov interpolation problem. These polynomials provide a natural algebraic tool in…

math.NT2018★ 6 cited

On the genus of a quotient of a numerical semigroup

Ayomikun Adeniran, Steve Butler, Colin Defant +6

We find a relation between the genus of a quotient of a numerical semigroup and the genus of itself. We use this identity to compute the genus of a quotient of when …