Matt McClinton

collaborators

3 papers

math.CO2026

On the $q$ -multiplicity of sums of distinct simple roots of $sl_{r + 1} (C)$

Matt McClinton

In combinatorial representation theory, Kostant's weight multiplicity formula $m (λ, μ)$ is a tool that provides a means of determining the multiplicity of a weight $μ$ in the adjoin…

math.CO2026

Counting $ℓ$ -interval Fubini rankings through their parking outcome

Bjorn Andreas Ager-Hart, Melissa Beerbower, Pamela E. Harris +2

Fubini rankings with $n$ competitors are $n$ -tuples with entries in $[n] = {1, 2, 3, \dots, n}$ that encode the conclusion of a race that allows ties. Since Fubini rankings are parki…

math.CO2024

Metered Parking Functions

Spencer Daugherty, Pamela E. Harris, Ian Klein +1

We introduce a generalization of parking functions called $t$ -metered $(m, n)$ -parking functions, in which one of $m$ cars parks among $n$ spots per hour then leaves after $t$ hours…

On the q-multiplicity of sums of distinct simple roots of slr+1​(C)

Counting ℓ-interval Fubini rankings through their parking outcome

Metered Parking Functions

On the $q$ -multiplicity of sums of distinct simple roots of $sl_{r + 1} (C)$

Counting $ℓ$ -interval Fubini rankings through their parking outcome