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Geometric Methods In Representation Theory Of Hecke Algebras And Quantum Groups.pdf
- Geometric Methods In Representation Theory Of Hecke Algebras And Quantum GroupsGeometric Methods In Representation Theory Of Hecke Algebras And Quantum GroupsGeometric Methods In Representation Theory Of Hecke Algebras And Quantum Groups
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Trace on Hecke algebras and p-adic families of modular forms:在Hecke代数和模块化的形式进家庭的痕迹.pdf
- Trace on Hecke algebras and p-adic families of modular forms：在Hecke代数和模块化的形式进家庭的痕迹of,OF,On,Padic,and,forms,Hecke,trace,adic,Forms
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a new bound for rankin-selberg l-functions for hecke congruence subgroups.pdf
- NEWBOUND k2/3+εFOR RANKIN-SELBERGL-FUNCTIONS HECKECONGRUENCE SUBGROUPSYuk-Kam Lau, Jianya Liu1, Yang
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Degenerate affine Hecke-Clifford algebras and type Q Lie superalgebras.pdf
- Degenerate affine Hecke–Clifford algebras and type Q Lie superalgebrasDegenerate affine Hecke–Clifford algebras and type Q Lie superalgebrasDegenerate affine Hecke–Clifford algebras and type Q Lie superalgebras
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hecke代数以及相关代数的研究.pdf
- hecke代数以及相关代数的研究,初等代数研究,中学代数研究,线性代数线性相关,高等代数研究综述,初等代数研究赵振威,线性代数,线性代数课后习题答案,高等代数,数与代数
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hecke代数以及相关代数的研究.pdf
- hecke代数以及相关代数的研究,代数数论讲义 hecke,初等代数研究,中学代数研究,线性代数线性相关,初等代数研究上册答案,初等代数研究答案,研究生代数学教学大纲,初等代数研究上册,初等代数研究pdf
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201207.0617v5 Algebraic twists of modular forms and Hecke orbits.pdf
- We consider the question of the correlation of Fourier coefficients of modular forms with functions of algebraic origin. We establish the absence of correlation in considerable generality (with a power saving of Burgess type) and a corresponding equidistribution property for twisted Hecke orbits. This is done by exploiting the amplification method and the Riemann Hypothesis over finite fields, relying in particular on the ell-adic Fourier transform introduced by Deligne and studied by Katz and Laumon.
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201207.0617v4 Algebraic twists of modular forms and Hecke orbits.pdf
- We consider the question of the correlation of Fourier coefficients of modular forms with functions of algebraic origin. We establish the absence of correlation in considerable generality (with a power saving of Burgess type) and a corresponding equidistribution property for twisted Hecke orbits. This is done by exploiting the amplification method and the Riemann Hypothesis over finite fields, relying in particular on the ell-adic Fourier transform introduced by Deligne and studied by Katz and Laumon.
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向豆丁求助：有没有hecke?
