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One transformation formula related to the Riemann zeta-function

Author: Laurincikas, A.

Source: Integral Transforms and Special Functions, Volume 19, Number 8, August 2008 , pp. 577-583(7)

Publisher: Taylor and Francis Ltd

Overshoot in the Case of Normal Variables: Chernoff's Integral, Latta's Observation, and Wijsman's Sum

Author: Tuenter, Hans

Source: Sequential Analysis, Volume 26, Number 4, October 2007 , pp. 481-488(8)

Publisher: Taylor and Francis Ltd

On Fractional Power Moments of Zeta-Functions Associated with Certain Cusp Forms

Authors: Laurinčikas, A.; Steuding, J.

Source: Acta Applicandae Mathematicae, Volume 97, Numbers 1-3, July 2007 , pp. 25-39(15)

Publisher: Springer

Holomorphic factorization of determinants of Laplacians on Riemann surfaces and a higher genus generalization of Kronecker's first limit formula

Authors: McIntyre, A.; Takhtajan, L.

Source: Geometric & Functional Analysis GAFA, Volume 16, Number 6, December 2006 , pp. 1291-1323(33)

Publisher: Springer

A unified solution of the inverse black-body radiation problem and some exact solutions

Authors: Ji, FengMin; Ye, JiPing; Dai, XianXi; Dai, JiXin

Source: Inverse Problems, Volume 22, Number 5, October 2006 , pp. 1731-1737(7)

Publisher: Institute of Physics Publishing

The Lang-type of the Riemann zeta-function

Authors: Liao, Liangwen; Ye, Zhuan

Source: Complex Variables, Volume 51, Number 3, Number 3/March 2006 , pp. 239-241(3)

Publisher: Taylor and Francis Ltd

Spectral sets of certain unbounded functions

Author: Kamiya, Yuichi

Source: Acta Mathematica Hungarica, Volume 110, Numbers 1-2, January 2006 , pp. 51-65(15)

Publisher: Springer

Primitive lattice points inside an ellipse

Author: Nowak, Werner

Source: Czechoslovak Mathematical Journal, Volume 55, Number 2, June 2005 , pp. 519-530(12)

Publisher: Springer

Growth of the Lerch zeta-function

Author: Garunktis, R.

Source: Lithuanian Mathematical Journal, Volume 45, Number 1, January 2005 , pp. 34-43(10)

Publisher: Springer

On the Riemann zeta-function and the divisor problem II

Author: Ivi, Aleksandar

Source: Central European Journal of Mathematics, Volume 3, Number 2, April 2005 , pp. 203-214(12)

Publisher: Central European Science Journals

Approximation by the Riemann zeta-function

Authors: P.M. Gauthier; N. Tarkhanov

Source: Complex Variables, Volume 50, Number 3, February 20, 2005 , pp. 211-215(5)

Publisher: Taylor and Francis Ltd

On spectrums of certain harmonic functions attached to the Riemann zeta-function

Author: Kamiya, Yuichi

Source: Acta Mathematica Hungarica, Volume 105, Numbers 1-2, October 2004 , pp. 103-114(12)

Publisher: Springer

On the Riemann zeta-function and the divisor problem

Author: Aleksandar Ivíc

Source: Central European Journal of Mathematics, Volume 2, Number 4, 1 October 2004 , pp. 494-508(15)

Publisher: Central European Science Journals

Sign changes of (x,q,1) - (x,q,a)

Author: Schlage-Puchta J.C.

Source: Acta Mathematica Hungarica, Volume 102, Number 4, 2004 , pp. 305-320(16)

Publisher: Springer

On the Chebyshev Function psi(x)

Author: Garunktis R.

Source: Lithuanian Mathematical Journal, Volume 43, Number 4, October 2003 , pp. 401-409(9)

Publisher: Springer

A Limit Theorem for Dirichlet L -Functions

Author: Belov I.

Source: Lithuanian Mathematical Journal, Volume 43, Number 1, January 2003 , pp. 1-10(10)

Publisher: Springer

A Short Note on the Lindelöf Hypothesis

Authors: Laurinikas A.; Steuding J.

Source: Lithuanian Mathematical Journal, Volume 43, Number 1, January 2003 , pp. 51-55(5)

Publisher: Springer

Multiple Gamma and related functions

Authors: Choi J.; Srivastava H.M.; Adamchik V.S.

Source: Applied Mathematics and Computation, Volume 134, Number 2, 25 January 2003 , pp. 515-533(19)

Publisher: Elsevier

A Wirtinger Type Inequality and the Spacing of the Zeros of the Riemann Zeta-Function

Author: Hall R.R.

Source: Journal of Number Theory, Volume 93, Number 2, April 2002 , pp. 235-245(11)

Publisher: Elsevier

On a Joint Limit Distribution of the Riemann Zeta-function in the Space of Analytic Functions

Author: leeviien R.

Source: Lithuanian Mathematical Journal, Volume 42, Number 4, October 2002 , pp. 419-434(16)

Publisher: Springer