A logarithmic integral question: $\int_{0}^{1} \frac{\ln^2{x}\ln^2{(1-x)}} {1+x}dx$

Asked May 25 '14 at 05:22

Active May 25 '14 at 06:28

Viewed 117 times

$$\int_{0}^{1} \frac{\ln^2{x}\ln^2{(1-x)}} {1+x}dx$$ Can the integral be calculated in terms of well known constants?

edited May 25 '14 at 06:28

Tunk-Fey

asked May 25 '14 at 05:22

xuce

@Cadenza I think it's not a duplicate since the OP asked a different question with addition in terms of well known constants in which isn't provided by another answer in your link. – Tunk-Fey May 25 '14 at 06:27
I think this is a duplicate, because the answers to the other integral basically show that this integral has no hope for a simple form. ;) – apnorton Jul 29 '14 at 02:53

0 Answers0