TITLE: The most complete reference for identities and special values for polylogarithm and polygamma functions
QUESTION [14 upvotes]: I am looking for a book, paper, web site, etc. (or several ones) containing the most complete list of identities and special values for the polylogarithm $\operatorname{Li}_s(z)$ and polygamma $\psi^{(a)}(z)$ functions, including generalizations to negative, non-integer and complex orders and arguments. 
As far as I know, there is an ongoing research in this area, and many new and curious identities occur from time to time. Here is the list of resources I found so far:

Dilogarithm at Wikipedia
Dilogarithm at MathWorld
PolyLog at The Wolfram Functions Site
Trilogarithm  at MathWorld
Polylogarithm at Wikipedia
Digamma Function at Wikipedia
Digamma Function at MathWorld
Trigamma Function at MathWorld
PolyGamma at The Wolfram Functions Site

REPLY [14 votes]: My preferred books on the topics
Lewin L. Polylogarithms and associated functions (NH, 1981)
Lewin L. (ed.) Structural properties of polylogarithms (AMS, 1991)
H. M. Srivastava, Choi Junesang, Zeta and q-Zeta Functions and Associated Series and Integrals. (Elsevier,2011)