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Full Name
Dragović, Vladimir
Scopus Author ID
Country
Serbia
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Results 81-94 of 94 (Search time: 0.004 seconds).

Author(s)TitleIssue DateAppears inRank
81Dragović, Vladimir ; Radnović, MilenaOn periodical trajectories of the billiard systems within an ellipsoid in Rd and generalized Cayley's condition1-Jan-1998Journal of Mathematical Physics; 39(11); 5866-5869M22
82Dragović, Vladimir ; Radnović, MilenaConditions of Cayley's type for ellipsoidal billiard1-Jan-1998Journal of Mathematical Physics; 39(1); 355-362M22
83Dragović, Vladimir Integrable perturbations of a birkhoff billiard inside an ellipse1-Jan-1998Journal of Applied Mathematics and Mechanics; 62(1); 159-162M23
84Dragović, Vladimir A new rational free-fermion solution of the Yang-Baxter equation1998Publications de l'Institut Mathématique; 63(77); 147-151M24
85Dragović, Vladimir Classical integrable mechanical systems and their integrable perturbations1998Publications de l'Institut Mathématique; 64(78); 153-164M24
86Dragović, Vladimir Integration of the perturbed Jacobi problem1998Publications de l'Institut Mathématique; 63(77); 143-146M24
87Dragović, Vladimir ; Jovanović, Božidar On integrable potential perturbations of the billiard system within an ellipsoid1-Jan-1997Journal of Mathematical Physics; 38(6); 3063-3068M22
88Dragović, Vladimir Solutions of the Yang equation and algebraic curves of genus > 11-Jan-1997Functional Analysis and its Applications; 31(2); 129-131M23
89Dragović, Vladimir Note on L-A pair for the Kowalevskaya gyrostat in a magnetic field1997Matematički vesnik; 49; 279-281M50
90Dragović, Vladimir On integrable potential perturbations of the Jacobi problem for the geodesies on the ellipsoid1-Jan-1996Journal of Physics A: Mathematical and General; 29(13); L317-L321M21
91Dragović, Vladimir Solutions of the yang equation with rational irreducible spectral curves28-Feb-1994Izvestiya Mathematics; 42(1); 51-65M23
92Dragović, Vladimir The algebraic Bethe ansatz and vacuum vectors1994Publications de l'Institut Mathématique; 55(69); 105-110M24
93Dragović, Vladimir Solutions of the Yang equation with rational reducible spectral curves1993St. Petersburg Mathematical Journal; 4(5); 921-931M23
94Dragović, Vladimir Baxter reduction of rational solutions of Yang equation1992Moscow University Mathematics Bulletin; 47(5); 59-60

Projects
(Principal Investigator)



Results 1-3 of 3 (Search time: 0.001 seconds).

AcronymTitleStart dateCompletionP-Investigator
PROJECT 144014Geometry and Topology of Manifolds and Integrable Dynamical Systems01-01-200631-12-2010Dragović, Vladimir
PROJECT 1643Geometry and Topology of Manifolds and Integrable Dynamical Systems01-01-200231-12-2005Dragović, Vladimir
PROJECT 174020Geometry and Topology of Manifolds, Classical Mechanics and Integrable Dynamical Systems01-01-201131-12-2019Dragović, Vladimir