activity
20182023
most citedFrom Unequal Chance to a Coin Game Dance: Variants of Penney's Game

1 citations · 4 across the 8 of their papers we have counts for

collaborators

9 papers

math.AC2023★ 1 cited

The Ideal of Vanishing Polynomials and the Ring of Polynomial Functions

Matvey Borodin, Ethan Liu, Justin Zhang

Vanishing polynomials are polynomials over a ring which output for all elements in the ring. In this paper, we study the ideal of vanishing polynomials over specific types of r…

math.AC2023

Results on Vanishing Polynomials and Polynomial Root Counting

Matvey Borodin, Ethan Liu, Justin Zhang

We study the set of algebraic objects known as vanishing polynomials (the set of polynomials that annihilate all elements of a ring) over general commutative rings with identity. T…

math.HO2021★ 1 cited

Sequences of the Stable Matching Problem

Matvey Borodin, Eric Chen, Aidan Duncan +8

In this paper, we begin by discussing different types of preference profiles related to the stable marriage problem. We then introduce the concept of soulmates, which are a man and…

math.HO2021

The Stable Matching Problem and Sudoku

Matvey Borodin, Eric Chen, Aidan Duncan +8

Are you having trouble getting married? These days, there are lots of products on the market for dating, from apps to websites and matchmakers, but we know a simpler way! That's ri…

math.HO2020★ 1 cited

From Unequal Chance to a Coin Game Dance: Variants of Penney's Game

Isha Agarwal, Matvey Borodin, Aidan Duncan +7

We introduce and analyze several variations of Penney's game aimed to find a more equitable game.

math.CO2020★ 1 cited

The No-Flippancy Game

Isha Agarwal, Matvey Borodin, Aidan Duncan +7

We analyze a coin-based game with two players where, before starting the game, each player selects a string of length comprised of coin tosses. They alternate turns, choosing t…