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Lower bounds for moments of L-functions. [PDF]
Rudnick Z, Soundararajan K.
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Coupled mutation finder: a new entropy-based method quantifying phylogenetic noise for the detection of compensatory mutations. [PDF]
Gültas M +3 more
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Harnessing the power of genomics in hypertension: tip of the iceberg? [PDF]
Naderi H, Warren HR, Munroe PB.
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An Introduction to the Circle Method of Hardy, Littlewood, and Ramanujan
The Journal of Geometric Analysis, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Acta Mathematica Hungarica, 2011
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A problem considered by Friedlander & Iwaniec and the discrete Hardy-Littlewood method
Mathematica Slovaca, 2017AbstractFollowing Friedlander & Iwaniec [FRIEDLANDER, J. B.—IWANIEC, H.:Summation formulae for coefficients of L-functions,Canad. J. Math.57(2005), 494—505], the objective of this note are the coefficientsanof the Dirichlet series forL(s,χ1)L(s,χ2)L(s,χ3) whereχ1,χ2,χ3are primitive Dirichlet characters with modulesD1,D2,D3. For∑n≤xan$\sum\limits_{n\
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Certain analogues of the Hardyh-Litlewood problem and density methods
Journal of Soviet Mathematics, 1984zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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1996
Abstract The Hardy-Littlewood method is simplest when there is only one condition defining the counting function on the left, and only the integration over a on the right. It has a divide-and-conquer structure.
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Abstract The Hardy-Littlewood method is simplest when there is only one condition defining the counting function on the left, and only the integration over a on the right. It has a divide-and-conquer structure.
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