An exact renormalization formula for Gaussian exponential sums and applications
, 2009 In the present paper, we derive a renormalization formula "\`a la Hardy-Littlewood" for the Gaussian exponential sums with an exact formula for the remainder term.
Fedotov, Alexander, Klopp, Frédéric
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Barcelone face au tourisme de masse : « tourismophobie » et vivre ensemble
Téoros, 2018 Tourism is becoming a source of wealth for Mediterranean cities that benefit from globalization. Yet the staging and storytelling process of these cities transforms the urban landscape and the uses of public space.
Patrice Ballester
doaj
Protein Electron Transfer in Solution, Protein Powders, and Electrode Confinement. [PDF]
ACS OmegaMostajabi Sarhangi S, Matyushov DV.
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Non-trivial Fixed Point of a ψ d 4 Fermionic Theory, II: Anomalous Exponent and Scaling Operators. [PDF]
Commun Math PhysGiuliani A +3 more
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Robust Lifetime Estimation from HPGe Radiation-Sensor Time Series Using Pairwise Ratios and MFV Statistics. [PDF]
Sensors (Basel)Golovko VV.
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A Set of Master Variables for the Two-Star Random Graph. [PDF]
Entropy (Basel)Akara-Pipattana P, Evnin O.
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Learning Continuous Decomposable Models Using Mutual Information and Statistical Copulas. [PDF]
Entropy (Basel)Desuó Neto L +3 more
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Regularity of Conjugacies of Linearizable Generalized Interval Exchange Transformations. [PDF]
Commun Math PhysGhazouani S, Ulcigrai C.
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Genome-wide dynamic nascent transcript profiles reveal that most paused RNA polymerases terminate. [PDF]
Nucleic Acids ResMukherjee R, Guertin MJ.
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The development and implementation of odd-exponential-ailamujia distribution in python: properties and application in reliability engineering. [PDF]
Sci RepAlballa T +4 more
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