... 21174 [26] S. Oblezin, Givental's integral representation of Whittaker functions for ... 27] S. Oblezin, Integral representations of Wittaker functions and Hecke algebra ...
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Ссылки http://www.mccme.ru/dfc/2012/Program2/Oblezin_Publications.pdf -- 103.9 Кб -- 13.10.2012 Похожие документы
... of (t) and (t) Info D. Fractional derivatives and fractional integrals 3.4 ... Integral solutions to Descartes equation Info H. Structure of some groups generated ... Integral Apollonian gaskets Info I. MЁ s inversion formula obiu Chapter 8. ...
... New integral representations of Whittaker functions for classical groups, (with A ... Baxter Q-operator and Givental integral representation for Cn and Dn , (with A ... Givental integral representation for classical groups, (with A. Gerasimov and D ...
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Ссылки http://www.mccme.ru/pdc/2009/xtra/oblezin/Oblezin_Publications.pdf -- 53.7 Кб -- 14.10.2009 Похожие документы
... Ergodic integrals of translation flows on flat surfaces do not converge in ... that the distributions of normalized ergodic integrals converge to an orbit if an ... smoothness properties of accumulation points of distributions of ergodic integrals ...
... Sharp estimates of integral functionals on classes of functions with smal l mean ... Weak integral conditions for BMO. Pro c. Amer. Math. So c., V. 143, 29132926, 2015. ...
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Ссылки http://www.mccme.ru/dfc/2013/reports/Zatitskiy_report_2015.pdf -- 126.2 Кб -- 27.12.2015 Похожие документы
... the research is the study of motivic integrals and their relation to invariants of ... curve C is defined ([2]) as the integral with respect to the Euler characteristic P ...
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Ссылки http://www.mccme.ru/dfc/2009/xtra/gorskiy/Gorsky_ResStatement.pdf -- 100.6 Кб -- 25.10.2009 Похожие документы
... to each other by the method of modular distributions: 1) p-adic version of Shahidi's type integral ("The p-adic Eisenstein measure and Shahidi-type p-adic integral for SL(2)", in preparation, with participation of S. Gelbart, S. Miller, F. Shahidi) 2) A p ...
... to each other by the method of modular distributions: 1) p-adic version of Shahidi's type integral ("The p-adic Eisenstein measure and Shahidi-type p-adic integral for SL(2)", in preparation, with participation of S. Gelbart, S. Miller, F. Shahidi) 2) A p ...