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By linearity, we split this integral into two integrals, one forx2 1 and another one for∥x∼1∥2

Substituting this decomposition into the volume integral in (130), we get JN(r,c) = ∫ CN(r,c) ∥x∥2 2dx= ∫ r c [ ∫ ∥x∼1∥2 2≤r2−x2 1 (x2 1 +∥x∼1∥2 2)dx∼1 ] dx1 · 2026

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Game of Coding for Vector-Valued Computations

cs.IT · 2026-02-04 · unverdicted · novelty 7.0

Equilibria and optimal strategies are characterized for a two-repetition vector coding game in Euclidean space with one rational adversary.

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  • Game of Coding for Vector-Valued Computations cs.IT · 2026-02-04 · unverdicted · none · ref 41

    Equilibria and optimal strategies are characterized for a two-repetition vector coding game in Euclidean space with one rational adversary.