Quinn Perian

activity

20182021

collaborators

4 papers

math.CO2021

On the Wasserstein Distance Between $k$ -Step Probability Measures on Finite Graphs

Sophia Benjamin, Arushi Mantri, Quinn Perian

We consider random walks $X, Y$ on a finite graph $G$ with respective lazinesses $α, β \in [0, 1]$ . Let $μ_{k}$ and $ν_{k}$ be the $k$ -step transition probability measures of $X$ and $Y$ .…

math.CO2020

Counting the Nontrivial Equivalence Classes of $S_{n}$ under ${1234, 3412}$ -Pattern-Replacement

Quinn Perian, Bella Xu, Alexander Lu Zhang

We study the ${1234, 3412}$ pattern-replacement equivalence relation on the set $S_{n}$ of permutations of length $n$ , which is conceptually similar to the Knuth relation. In parti…

astro-ph.EP2020

Utilizing Small Telescopes Operated by Citizen Scientists for Transiting Exoplanet Follow-up

Robert T. Zellem, Kyle A. Pearson, Ethan Blaser +41

Due to the efforts by numerous ground-based surveys and NASA's Kepler and TESS, there will be hundreds, if not thousands, of transiting exoplanets ideal for atmospheric characteriz…

math.HO2018

On Dividing a Rectangle

Robert Dumitru, Quinn Perian, Alexander Nealey +7

This paper deals with the history of the following problem: "Can an arbitrary rectangle be dissected into 3 non-rectangular congruent regions?" We present a new elementary proof th…

On the Wasserstein Distance Between k-Step Probability Measures on Finite Graphs

Counting the Nontrivial Equivalence Classes of Sn​ under {1234,3412}-Pattern-Replacement

Utilizing Small Telescopes Operated by Citizen Scientists for Transiting Exoplanet Follow-up

On Dividing a Rectangle

On the Wasserstein Distance Between $k$ -Step Probability Measures on Finite Graphs

Counting the Nontrivial Equivalence Classes of $S_{n}$ under ${1234, 3412}$ -Pattern-Replacement