Simon Rubinstein-Salzedo

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20152026

most citedInscribed triangles of Jordan curves in

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math.CO2026

Finite Cardinalities of Misère Quotients

Simon Rubinstein-Salzedo, Stephen Zhou

We find that partisan misère quotients can have any finite cardinality other than 3, answering a question of Allen. This contrasts with impartial misère quotients, which must have…

math.CO2026

Evil Twins in Sums of Wildflowers

Simon Rubinstein-Salzedo, Stephen Zhou

A game $G$ is said to have the evil twin property if there exists $G^{*} \in {G, G + *}$ such that $o^{+} (G) = o^{-} (G^{*})$ and $o^{+} (G^{*}) = o^{-} (G)$ . We study sums of wildflowers, games of…

math.CO2018

Stability for Take-Away Games

Simon Rubinstein-Salzedo, Sherry Sarkar

In this paper, we study a family of take-away games called $α$ -tag, parametrized by a real number $α \geq 1$ . We show that for any given $α$ , there is a half-open interval $I_{α}$ cont…

math.CO2018

$P$ Play in Candy Nim

Nitya Mani, Rajiv Nelakanti, Simon Rubinstein-Salzedo +1

Candy Nim is a variant of Nim in which both players aim to take the last candy in a game of Nim, with the added simultaneous secondary goal of taking as many candies as possible. W…

Finite Cardinalities of Misère Quotients

Evil Twins in Sums of Wildflowers

Stability for Take-Away Games

P Play in Candy Nim

$P$ Play in Candy Nim