(4 pages) – on the arXiv – published in the Journal of the European Mathematical Society

Abstract: We give another version of Huang’s proof that an induced subgraph of the n-dimensional cube graph containing over half the vertices has maximal degree at least , which implies the Sensitivity Conjecture. This argument uses Clifford algebras of positive definite signature in a natural way. We also prove a weighted version of the result.

The sensitivity conjecture, induced subgraphs of cubes, and Clifford algebras

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