References
- Complex Analysis(Third Ed.) L. V. Ahlfors
- Leipzig: Weidmanncshe Buchhandluns v.46 Uber eine Classe von Funktionen, die der Gammafunktion analog sind W. Alexeiewsky
- Quart. J. Math. v.31 The theory of the G-function E. W. Barnes
- Proc. London. Math. Soc. v.31 Genesis of double Gamma function E. W. Barnes
- Philos. Trans. Roy. Soc. Ser. A v.196 The theoty of the double Gamma function E. W. Barnes
- Nouvells tables d'integrales definies D. Bierens de Haan
- Asterisque, Soc. Math. v.61 Analogues p-adiques des fonctions Γ-multiples,in Journees Arithmetiques de Luminy P. Cassou-Nogues
-
Math. Japon.
v.40
Determinant of Laplacian on
$S^3$ J. Choi - Bull. Korean Math. Soc. v.33 no.2 A duplication formula for the double Gamma function Γ₂ J. Choi
- Bull. Austral. Math. Soc. v.51 Some series involving the Zeta functions J. Choi;H. M. Srivastava;J. R. Quine
- H. Math. Anal. Appl. v.206 Sums associated with the Zeta function Junesang Choi;H. M. Srivastava
- Gottingen, Dieterichsche Uber eine Transcendente Funktion V. O. Holder
- The Riemann Zeta-Function A. Ivic
- J. Reine Angeq. Math. v.57 Uber eine mit der Gamma Funktion verwante Transcendente und deren Anwendung auf die Integralrechnung V. H. Kinkelin
- Rocky Mountain Math. J. v.26 no.2 Zeta regularized products and functional determinants on spheres J. R. Quine;Junesang Choi
- Amer. Math. Monthly v.93 A theorem fo Goldbach J. D. Shallit;K. Zikan
- Tokyo. J. Math. v.3 A proof of the classical Kronecker limit formula T. Shintani
- Mathematical Handbook M. R. Spiegel
- Riv. Mat. Univ. Parma (4) v.14 A unified presentation of certain classes of series of the Riemann Zeta function H. M. Srivastava
- The Theory of the Riemann Zeta Function E. C. Titchmarsh
- SIAM J. Math. Anal. v.19 Determinants of Laplacians and multiple Gamma functions I. Vardi
- Commun. Math. Phys. v.110 Special functions, spectral functions and the Selberg Zeta function A. Voros
- A Course of Modern Analysis(Fourh Ed.) E. T. Whittaker;G. N. Watson
- Theory Practice Math. v.4 Euler's constant and some sums related to the Riemann Zeta function Nan-Yue Zhang