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Autori: Dragovic Vladimir I

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Naslov Is every triangle a trajectory of an elliptical billiard? (Article)
Autori Dragovic Vladimir I Radnovic Milena M 
Info NONLINEARITY, (2025), vol. 38 br. 3, str. -
Projekat Australian Research Council, Discovery Project [190101838]; Science Fund of Serbia grant Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics, MEGIC [7744592]; Simons Foundation [854861]
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Naslov Billiard Partitions, Fibonacci Sequences, Sip Classes, and Quivers (Article; Early Access)
Autori Dragovic Vladimir I Stosic Marko 
Info PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, (2024), vol. br. , str. -
Projekat Science Fund of the Republic of Serbia [7744592, 7749891]; Simons Foundation [854861]; Fundacaeo para a Ciencia e a Tecnologia (FCT) [EXPL/MAT-PUR/0584/2021]; CEEC grant [10.54499/2020.02453.CEECIND/CP1587/CT0007]
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Naslov Isoperiodic families of Poncelet polygons inscribed in a circle and circumscribed about conics from a confocal pencil (Article)
Autori Dragovic Vladimir I Radnovic Milena M 
Info GEOMETRIAE DEDICATA, (2024), vol. 218 br. 3, str. -
Projekat Science Fund of the Republic of Serbia [190101838]; Australian Research Council [7744592]; Science Fund of Serbia grant Integrability and Extremal Problems in Mechanics [854861]; Simons Foundation
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Naslov On Differential Equations of Integrable Billiard Tables (Article)
Autori Dragovic Vladimir I Mironov Andrey E 
Info ACTA MATHEMATICA SINICA-ENGLISH SERIES, (2024), vol. 40 br. 1, str. 417-424
Projekat Russian Science Foundation [21-41-00018]; Science Fund of Serbia (Grant Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics, MEGIC) [7744592]; Simons Foundation [854861]
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Naslov From formal to actual Puiseux series solutions of algebraic differential equations of first order (Article)
Autori Dragovic Vladimir I Gontsov Renat Goryuchkina Irina 
Info ANNALI DELLA SCUOLA NORMALE SUPERIORE DI PISA-CLASSE DI SCIENZE, (2023), vol. 24 br. 4, str. 2201-2213
Projekat Mathematical Institute of the Serbian Academy of Sciences and Arts; Science Fund of Serbia grant Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics, MEGIC [7744592]; Ministry for Education, Science, and Technological Development of Serbia; Simons Foundation [854861]
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Naslov Points with rotational ellipsoids of inertia, envelopes of hyperplanes which equally fit the system of points in R-k, and ellipsoidal billiards (Article)
Autori Dragovic Vladimir I Gajic Borislav D 
Info PHYSICA D-NONLINEAR PHENOMENA, (2023), vol. 451 br. , str. -
Projekat Science Fund of Serbia grant Integrability and Extremal Problems in Me-chanics, Geometry and Combinatorics, MEGIC [7744592]; Simons Foundation, United States [854861]
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Naslov Resonance of ellipsoidal billiard trajectories and extremal rational functions (Article)
Autori Dragovic Vladimir I Radnovic Milena M 
Info ADVANCES IN MATHEMATICS, (2023), vol. 424 br. , str. -
Projekat Australian Research Council [190101838]; Simons Foundation [854861]; Science Fund of Serbia grant Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics, MEGIC [7744592]
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Naslov Spherical and Planar Ball Bearings - a Study of Integrable Cases (Article)
Autori Dragovic Vladimir I Gajic Borislav D Jovanovic Bozidar Z  
Info REGULAR & CHAOTIC DYNAMICS, (2023), vol. 28 br. 1, str. 62-77
Projekat MEGIC "Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics" of the Science Fund of Serbia [854861]; Mathematical Institute of the Serbian Academy of Sciences and Arts; Ministry for Education, Science,and Technological Development of Serbia; Simons Foundation [7744592]
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Naslov Billiards Within Ellipsoids in the 4-Dimensional Pseudo-Euclidean Spaces (Article)
Autori Dragovic Vladimir I Radnovic Milena M 
Info REGULAR & CHAOTIC DYNAMICS, (2023), vol. 28 br. 1, str. 14-43
Projekat Australian Research Council, Discovery Project [DP190101838]; Simons Foundation grant [854861]; Mathematical Institute of the Serbian Academy of Sciences and Arts; Science Fund of Serbia grant Integrability and Extremal Problems in Mechanics Geometry and Combinatorics, MEGIC [7744592]; Ministry for Education, Science, and Technological Development of Serbia
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Naslov Gyroscopic Chaplygin Systems and Integrable Magnetic Flows on Spheres (Article)
Autori Dragovic Vladimir I Gajic Borislav D Jovanovic Bozidar Z  
Info JOURNAL OF NONLINEAR SCIENCE, (2023), vol. 33 br. 3, str. -
Projekat MEGIC "Integrability and Extremal Problems in Mechanics, Geometry and Combinatorics" of the Science Fund of Serbia [854861]; Mathematical Institute of the Serbian Academy of Sciences and Arts; Ministry for Education, Science, and Technological Development of Serbia; Simons Foundation [7744592]
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