-15551

Appears in sequences

• Coefficients of Airey's converging factor.at n=10A001662
• For each n there are uniquely determined numbers a(n) and b(n) and a polynomial p_n(x) such that for all integers m we have Sum_{i=1..m}i^n(i+1)! = a(n)*Sum_{i=1..m} (i+1)! + p_n(m)*(m+2)! + b(n). The sequence b(n) is A074052.at n=10A074051
• Numerators in expansion of W(exp(x)) about x=1, where W is the Lambert function.at n=10A274447