Showing results 85 to 104 of 140
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| Author(s) | Title | Issue Date | Appears in | Rank |
| Dragović, Vladimir ; Jovanović, Božidar ; Radnović, Milena | On elliptical billiards in the Lobachevsky space and associated geodesic hierarchies | 1-Jan-2003 | Journal of Geometry and Physics; 47(2-3); 221-234 | M21 |
| Dragović, Vladimir ; Jovanović, Božidar | On integrable potential perturbations of the billiard system within an ellipsoid | 1-Jan-1997 | Journal of Mathematical Physics; 38(6); 3063-3068 | M22 |
| Dragović, Vladimir | On integrable potential perturbations of the Jacobi problem for the geodesies on the ellipsoid | 1-Jan-1996 | Journal of Physics A: Mathematical and General; 29(13); L317-L321 | M21 |
| Dragović, Vladimir ; Radnović, Milena | On periodical trajectories of the billiard systems within an ellipsoid in Rd and generalized Cayley's condition | 1-Jan-1998 | Journal of Mathematical Physics; 39(11); 5866-5869 | M22 |
| Dragović, Vladimir ; Gajić, Borislav | On the cases of Kirchhoff and Chaplygin of the Kirchhoff equations | 1-Sep-2012 | Regular and Chaotic Dynamics; 17(5); 431-438 | M22 |
| Gajić, Borislav ; Dragović, Vladimir ; Jovanović, Božidar | On the Completeness of the Manakov Integrals | 1-Jun-2017 | Journal of Mathematical Sciences (United States); 223(6); 675-685 | |
| Gajić, Borislav ; Dragović, Vladimir ; Jovanović, Božidar | On the completeness of the Manakov integrals | 1-Jan-2015 | Fundamental and Applied Mathematics / Fundamentalnaya i prikladnaya matematika; 20(2); 35-49 | |
| Dragović, Vladimir ; Gajić, Borislav | Orthogonal and Linear Regression, Moments of Inertia, Confocal Quadrics, and Billiards | 2023 | Hybrid: SIAM Conference on Applied Algebraic Geometry (AG23) July 10 - 14, 2023, Eindhoven, Nederland | M34 |
| Dragović, Vladimir ; Gajić, Borislav ; Jovanović, Božidar | Overview of algebraic and geometric aspects of Hess-Appel'rot rigid body dynamics | 2008 | 3rd Serbian-Greek Symposium, Recent Advances in Mechanics, Novi Sad, 2008 | M30 |
| Dragović, Vladimir | Pencils of conics and biquadratics, and integrability | 2014 | Topology, Geometry, Integrable Systems, and Mathematical Physics: Novikov’s Seminar 2012-2014; 234; 97-120 | M14 |
| Dragović, Vladimir | Pencils of conics as a classification code | 1-Jan-2013 | Trends in Mathematics; 30th Workshop on Geometric Methods in Physics, 2011; Bialowieza; Poland; 26 June 2011 through 2 July 2011; 59; 323-330 | |
| Dragović, Vladimir | Pencils of conics as a classification code, Trends in Mathematics 2013 Geometric Methods in Physics | 2011 | XXX Workshop, Bialowieza, Poland, June 26 to July 2, 2011; 323-330 | M30 |
| Dragović, Vladimir ; Radnović, Milena | Pencils of quadrics, billiard double-reflection and confocal nets | 2020 | London Mathematical Society Lecture; 458; 133-166 | M14 |
| Adabrah, Anani Komla; Dragović, Vladimir ; Radnović, Milena | Periodic Billiards Within Conics in the Minkowski Plane and Akhiezer Polynomials | 1-Sep-2019 | Regular and Chaotic Dynamics; 24(5); 464-501 | M21 |
| Dragović, Vladimir ; Radnović, Milena | Periodic Ellipsoidal Billiard Trajectories and Extremal Polynomials | 1-Nov-2019 | Communications in Mathematical Physics; 372(1); 183-211 | M21 |
| Dragović, Vladimir ; Radnović, Milena | Periodic Trajectories of Ellipsoidal Billiards in the 3-Dimensional Minkowski Space | 24-Oct-2020 | Asymptotic, Algebraic and Geometric Aspects of Integrable Systems; Asymptotic, Algebraic and Geometric Aspects of Integrable Systems Workshop, 2018; Sanya; China; 9 April 2018 through 13 April 2018; 338; 159-174 | M33 |
| Dragović, Vladimir ; Radnović, Milena | Periods of Pseudo-Integrable Billiards | 1-Mar-2015 | Arnold Mathematical Journal; 1(1); 69-73 | |
| Dragović, Vladimir ; Gajić, Borislav | Points with rotational ellipsoids of inertia, envelopes of hyperplanes which equally fit the system of points in Rk, and ellipsoidal billiards | 2023 | Physica D: Nonlinear Phenomena; 133776 | ~M21a |
| Dragović, Vladimir ; Goryuchkina, Irina | Polygons of Petrović and Fine, algebraic ODEs, and contemporary mathematics | 1-Jan-2020 | Archive for History of Exact Sciences | M22 |
| Dragović, Vladimir | Polynomial dynamics and a proof of the fermat little theorem | 1-Feb-2013 | American Mathematical Monthly; 120(2); 171-173 | M23 |
