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Card Games Unveiled: Exploring the Underlying Linear Algebra

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arxiv 2306.09280 v2 pith:Q2UYLWZ4 submitted 2023-06-15 math.HO

Nikhil Byrapuram , Hwiseo (Irene) Choi , Adam Ge , Selena Ge , Tanya Khovanova , Sylvia Zia Lee , Evin Liang , Rajarshi Mandal
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Aika Oki Daniel Wu Michael Yang
This is my paper · ORCID
classification math.HO
keywords gamesalgebracardevenquadslinearsocksaffineconnected
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We discuss four famous card games that can help learn linear algebra. The games are: SET, Socks, Spot it!, and EvenQuads. We describe the game in the language of vector, affine, and projective spaces. We also show how these games are connected to each other. A separate section is devoted to playing Socks with the EvenQuads deck and vice versa.

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  1. SET! From Groups to Games

    math.HO 2025-07 conditional novelty 6.0 of 10

    A survey and extension of SET-like card games over finite groups, introducing new torsor-based games and a symmetry characterization for the group of five elements.

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