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сладко стянул
Есть вот такая загадочная периодичность для квазимногочленов с "целыми" коэффициентами. Я знаю доказательство, даже расскажу, но это какая-то магия. И непонятно, есть ли профит. (По той же схеме доказывается периодичность mod m для операций Адамса в топологической…
сначала вспомним, как перемножаются экспоненциальные производящие функции: почти так же, как обычные (происходит свёртка), но при свёртке — биномиальный коэффициент.

У нас B(t)=exp(t) или exp(-t), то есть b_l = 1 или b_l = (-1)^l



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сначала вспомним, как перемножаются экспоненциальные производящие функции: почти так же, как обычные (происходит свёртка), но при свёртке — биномиальный коэффициент.

У нас B(t)=exp(t) или exp(-t), то есть b_l = 1 или b_l = (-1)^l

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