Results 51 to 60 of about 78,217 (127)
Multi‐Instrument Observations of Ion‐Neutral Coupling in the Dayside Cusp
Using data from the Scanning Doppler Imager, the Super Dual Auroral Radar Network, the EISCAT Svalbard Radar, and an auroral all‐sky imager, we examine an instance of F region neutral winds which have been influenced by the presence of poleward moving ...
D. D. Billett +7 more
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We study an approach to construct Siegel modular forms from Sp(6, Z). Zero-mode wave functions on T 6 with magnetic flux background behave Siegel modular forms at the origin.
Shota Kikuchi +4 more
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An Integral Representation of Standard Automorphic L Functions for Unitary Groups
Let F be a number field, G a quasi-split unitary group of rank n. We show that given an irreducible cuspidal automorphic representation π of G(A), its (partial) L function LS(s,π,σ) can be represented by a Rankin-Selberg-type integral involving cusp ...
Yujun Qin
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On non-vanishing and sign changes of the Fourier coefficients of Hilbert cusp forms
In this article, we study (simultaneous) non-vanishing, (simultaneous) sign changes of Fourier coefficients of (two) Hilbert cusp forms ...
Dalal, Tarun, Kumar, Narasimha
core
Previous studies have suggested that lobe reconnection under stable northward interplanetary magnetic field (IMF) conditions should be continuous. However, to what extent it can be considered as continuous is unknown.
Ya‐Ting Xiong +4 more
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Eichler–Selberg relations for singular moduli
The Eichler–Selberg trace formula expresses the trace of Hecke operators on spaces of cusp forms as weighted sums of Hurwitz–Kronecker class numbers. We extend this formula to a natural class of relations for traces of singular moduli, where one views ...
Yuqi Deng, Toshiki Matsusaka, Ken Ono
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On zeta-functions associated to certain cusp forms. II
Laurinčikas Antanas +2 more
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On the real zeroes of half-integral weight Hecke cusp forms. [PDF]
Jääsaari J.
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On zeta-functions associated to certain cusp forms. I
Laurinčikas A., Steuding J.
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A Fourier-Jacobi Dirichlet series for cusp forms on orthogonal groups. [PDF]
Psyroukis R.
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