Results 241 to 250 of about 685,794 (281)

Kolmogorov GAM Networks Are All You Need! [PDF]

Entropy (Basel)
Polson S, Sokolov V.
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Cost-effectiveness of lifelong eculizumab versus disease monitoring of aHUS. [PDF]

Nephrol Dial Transplant
Orozco-Leal G, Vale L, Oluboyede Y, Brocklebank V, Bryant A, Chadwick T, Dunn S, Johnson S, Kavanagh D, Kennedy C, Lecouturier J, Weetman C, Wong E, Woodward L, Sheerin NS.   +14 more
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A New Pulsed Neutron-Gamma Density Logging Method Based on Gamma-Ray Spectra and Machine Learning. [PDF]

ACS Omega
Dong D, Zhang Q, Zang D, Wu W, Meng H, Ge Y, Wang H, Song X, Xiong S.   +8 more
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Disrupted intrinsic functional brain topology in patients with basal ganglia ischemic stroke. [PDF]

Quant Imaging Med Surg
Zhang J, Chen S, Yang C, Liang H, Quan X, Liu Y, Liang Z.   +6 more
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The Contribution of the Locus Ceruleus-Norepinephrine System to the Coupling between Pupil-Linked Arousal and Cortical State. [PDF]

J Neurosci
Weiss E, Liu Y, Wang Q.
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Structural and functional roles of conserved residues of human papillomavirus (HPV) E2 protein and biological consequences. [PDF]

Virol J
Fletcher S, Biswas-Fiss EE, Biswas SB.
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p-adic Multiple Gamma Functions

p-adic Multiple Gamma Functions
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Multiple Gamma and related functions

Applied Mathematics and Computation, 2003
The authors give several new (and potentially useful) relationships between the multiple Gamma functions and other mathematical functions and constants. As by-products of some of these relationships, a classical definite integral due to Euler and other definite integrals are also considered together with closed-form evaluations of some series involving
Choi, Junesang, Srivastava, H. M., Adamchik, V. S.   +2 more
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On q-Basic Multiple Gamma Functions

International Journal of Mathematics, 2003
We define a q-analogue of the basic multiple gamma function [Formula: see text] introduced in [17] which differs from the one defined by Barnes [1] via the zeta regularized product. We call it a q-basic multiple gamma function. Using this q-basic multiple Gamma function we introduce a q-analogue of the multiple sine function of order m + 1.
Kurokawa, Nobushige, Wakayama, Masato
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Series involving the Zeta function and multiple Gamma functions

Applied Mathematics and Computation, 2004
The multiple Gamma functions were defined and studied by Barnes and by others in about 1900. Barnes gave also several explicit Weierstrass canonical product forms of the double Gamma function. By using a theorem by Dufrenoy and Pisot, in 1978 Vignéras proved a recurrence formula of the Weierstrass canonical form of the multiple Gamma function.
Choi, Junesang, Cho, Young Joon, Srivastava, H. M.   +2 more
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