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+H (0,2,1) 3k (1, 1 3 ,1) +H (0,2,1) 3k (1, 1 3 ,−((−1) 1 3 )) +H (0,2,1) 3k (1, 1 3 ,(−1) 2 3 ) +H (0,2,1) 3k (−((−1) 1 3 ), 1 3 ,1) +H (0,2,1) 3k (−((−1) 1 3 ), 1 3 ,−((−1) 1 3 )

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math.GM 1

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2026 1

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UNVERDICTED 1

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Monoidal Alphabets for Generalized Harmonic Sums

math.GM · 2026-05-19 · unverdicted · novelty 5.0

A monoidal alphabet framework unifies classical, affine, and polynomial-base multiple harmonic numbers through closure under pointwise multiplication, with proven reduction results for nested sums.

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  • Monoidal Alphabets for Generalized Harmonic Sums math.GM · 2026-05-19 · unverdicted · none · ref 65

    A monoidal alphabet framework unifies classical, affine, and polynomial-base multiple harmonic numbers through closure under pointwise multiplication, with proven reduction results for nested sums.