... Concluding remarks 1 Integrals of Motion in 2D CFT: · Lo cal Integrals of Motion were intro duced by Zamolo dchikov in 1987 · Consider CFT with the symmetry algebra A and define Ik = such that 1. ...
... S. G. Gindikin Rutgers University New Brunswick, United States gindikin@math.rutgers.edu Complex horospherical transform on real symmetric manifolds In the end of 50th Gelfand suggested the programm of integral geometry. ...
... SHO DITSQ K R fl f dz? pOKAVITE, “TO OTWET POLOVITELXNYJ, ESLI f 2 O(fl(I)), I OTRICATELXNYJ, ESLI f(z) = z. 2. iNTEGRAL PO OKRUVNOSTI fjzj = 1g OT NEPRERYWNOJ R ZNA“NOJ (C ZNA“NOJ) FUNKCII, MODULX KOTOROJ NE PREWOSHODIT 1, SAM PO MODUL@ NE PREWOSHODIT ...
... A Killing vector field X on a Riemannian manifold (M , g ) has constant length if and only if every integral curve of the field X is a geodesic in (M , g ). ...
... 1] Alexander A. Logunov, Leonid Slavin, Dmitriy M. Stolyarov, Vasily Vasyunin, Pavel B. Zatitskiy, Weak integral conditions for BMO, to app ear in Pro ceedings of the American Mathematical So ciety, arXiv:1309.6780. ...
... Besides, our integral representation verifies the conjectural 1 2 SERGEY OBLEZIN integral formula by Hori and Vafa, although our solution to the quantum cohomology D-module has a different asymptotic behavior. ...
... Algebraically it means that the corresponding monomial algebra is integrally closed in its field of fractions, and for the algebraic geometry it means normality of the corresponding variety. ...
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