Infinite product representation of series 1 - log(1-x) = 1 + Sum_{j>=1} (j-1)!*(x^j)/j!.

A157159

Infinite product representation of series 1 - log(1-x) = 1 + Sum_{j>=1} (j-1)!*(x^j)/j!.

Terms

    a(0) =1a(1) =1a(2) =-1a(3) =10a(4) =-16a(5) =126a(6) =-526a(7) =10312a(8) =-30024a(9) =453840a(10) =-2805408a(11) =45779328a(12) =-374664720a(13) =7932770496a(14) =-67692115440

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