Browsing by Author Dragović, Vladimir

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Author(s)TitleIssue DateAppears inRank
Dragović, Vladimir ; Gajić, Borislav ; Jovanović, Božidar Generalizations of classical integrable Chapligin nonholonomic rigid body systems199818th winter school Geometry and Physics, Srni, January 11-18, 1998M30
Dragović, Vladimir ; Gajić, Borislav ; Jovanović, Božidar Generalizations of classical integrable nonholonomic rigid body systems11-Dec-1998Journal of Physics A: Mathematical and General; 31(49); 9861-9869M21
Dragović, Vladimir ; Gajić, Borislav ; Jovanović, Božidar Geometrija krutog tela - neki integrabilni slučajevi sa neholonomnom vezom199722th Yugoslav Congress on Theoretical and Applied Mechanics, Vrnačka Banja, 1997, Section A: General Mechanics; 13-17M60
Dragović, Vladimir Geometrization and generalization of the kowalevski top21-May-2010Communications in Mathematical Physics; 298(1); 37-64M21
Dragović, Vladimir Geometry and dynamics of isorotational and isoharmonic deformations2021Conference ”Integrable Systems in Geometry and Mathematical Physics” dedicated to the memory of Boris Dubrovin, a satellite to the 8th ECM, SISSA, Trieste, Italy, July 13-17, 2020–postponed, June 28-July 2, 2021M32
Dragović, Vladimir ; Radnović, MilenaGeometry of integrable billiards and pencils of quadrics1-Jan-2006Journal des Mathematiques Pures et Appliquees; 85(6); 758-790M21a
Dragović, Vladimir ; Gajić, Borislav Hes-Apeljrotov slučaj kretanja krutog tela i algebarske krive2001XXIII jugoslovenski kongres teorijske i primenjene mehanike, BeogradM30
Dragović, Vladimir ; Gajić, Borislav Hirota-Kimura type discretization of the classical nonholonomic Suslov problem1-Aug-2008Regular and Chaotic Dynamics; 13(4); 250-256M23
Dragović, Vladimir ; Radnović, MilenaHyperelliptic Jacobians as billiard algebra of pencils of quadrics: Beyond Poncelet porisms1-Dec-2008Advances in Mathematics; 219(5); 1577-1607M21a
Dragović, Vladimir ; Radnović, MilenaIntegrable billiards and quadrics1-Nov-2010Russian Mathematical Surveys; 65(2); 319-379M23
Dragović, Vladimir Integrable billiards, Chebyshev dynamics, isoharmonic and isomonodromic deformations2021Conference “Differential geometry, billiards, and geometric optics”, CIRM, Marseille, France, Oct. 4-8, 2021.M32
Dragović, Vladimir Integrable perturbations of a birkhoff billiard inside an ellipse1-Jan-1998Journal of Applied Mathematics and Mechanics; 62(1); 159-162M23
Dragović, Vladimir ; Jovanović, Božidar Integrable perturbations of billiard inside ellipsoid1996XI Yugoslav geometrical seminar, Divcibare 1996M30
Dragović, Vladimir ; Gajić, Borislav ; Jovanović, Božidar INTEGRATION OF so(n-2) AND so(n-3) SYMMETRIC TOPS20176th International Congress of Serbian Society of Mechanics, 19th - 21th of June 2017, Tara, Serbia; 1-5M30
Dragović, Vladimir Integration of the perturbed Jacobi problem1998Publications de l'Institut Mathématique; 63(77); 143-146M24
Dragović, Vladimir Introduction to integrable billiards2021Belgrade Summer School on Dynamics, Belgrade, Serbia, July, 2021M32
Dragović, Vladimir ; Radnović, MilenaIntroduction to poncelet porisms23-May-2011Poncelet Porisms and Beyond; 2011; 1-300
Dragović, Vladimir ; Gajić, Borislav Isoholomorphic Rigid Body Systems And Their Perturbations200525th Yugoslav Congress of Theoretical and Applied Mechanics, Novi Sad, 2005M30
Dragović, Vladimir ; Gajić, Borislav Kowalevski exponents for the Krichhoff equations20218th International Congress of the Serbian Society for Mechanics, Kragujevac, Serbia, June 28-30, 2021.M33
Dragović, Vladimir ; Gajić, Borislav An L-A pair for the Hess-Apel'rot system and a new integrable case for the Euler-Poisson equations on so(4) x so (4)1-Jan-2001Royal Society of Edinburgh - Proceedings A; 131(4); 845-855M22