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The Weight Distribution of the Third-Order Reed-Muller Code of Length 2048

cs.IT · 2026-07-02 · unverdicted · novelty 7.0

The weight distribution of RM(3,11) is computed by assembling coset weight enumerators from representatives of 3691560 GL(10,2)-orbits of cubic forms in 10 variables, using a structural theorem on hyperplane restrictions, while also improving covering radius bounds.

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  • The Weight Distribution of the Third-Order Reed-Muller Code of Length 2048 cs.IT · 2026-07-02 · unverdicted · none · ref 21

    The weight distribution of RM(3,11) is computed by assembling coset weight enumerators from representatives of 3691560 GL(10,2)-orbits of cubic forms in 10 variables, using a structural theorem on hyperplane restrictions, while also improving covering radius bounds.