A PROOF OF THE RIEMANN HYPOTHESIS I Louis de Branges* Abstract. A proof of the Riemann hypothesis is obtained for zeta functions generated in Fourier analysis on fields and skew–fields. The fields are the complex plan - Hilbert modular form - Document - PDFSEARCH.IO

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	A PROOF OF THE RIEMANN HYPOTHESIS I Louis de Branges* Abstract. A proof of the Riemann hypothesis is obtained for zeta functions generated in Fourier analysis on fields and skew–fields. The fields are the complex plan Add to Reading List Document Date: 2014-12-17 09:44:58 Open Document File Size: 505,90 KB Share Result on Facebook IndustryTerm scalar product / scalar products / / Organization National Science Foundation / / Person Riemann / LOUIS DE BRANGES / / SocialTag Analytic number theory Quantum mechanics Moduli theory Hardy space Hilbert space Modular form Complex number Gamma function Riemann hypothesis Mathematical analysis

A PROOF OF THE RIEMANN HYPOTHESIS I Louis de Branges* Abstract. A proof of the Riemann hypothesis is obtained for zeta functions generated in Fourier analysis on fields and skew–fields. The fields are the complex planAdd to Reading List