Aleksandar Jovanović - CVPersonal Data
Full name:
Aleksandar Jovanović
Birthdate:
February 22nd, 1992
Birthplace:
Jagodina, Serbia
https://orcid.org/0000-0002-2714-1925
Education and Academic Degrees
Ph.D. in Mathematics (Numerical analysis):
University of Kragujevac, Faculty of Science, 2016 -
Master of Sc. in Mathematics (Numerical analysis):
University of Kragujevac, Faculty of Science, 2014 - 2016 (Advisor: Marija Stanić)
Thesis: Spline interpolation
Bachelor of Sc. in Mathematics
University of Kragujevac, Faculty of Science, 2010 - 2014
High School:
"Prva kragujevačka gimnazija", Kragujevac, 2006 - 2010 (The Certificate of Excellence Vuk Karadžić)
Primary School:
"Branko Radičević", Dragocvet, Jagodina, 1998 - 2006 (the best pupil in generation)
Professional Experience
2017 –
Assistant, Department of Mathematics and Informatics, Faculty of Science, University of Kragujevac
2015 – 2016:
Teaching and Researching Assistant, Department of Mathematics and Informatics, Faculty of Science, University of Kragujevac
Research Interests
Numerical Analysis and Approximation Theory (Orthogonal Systems and Quadrature Processes)
Projects
2018 – 2019:
Project #174015 (Serbian Ministry of Education and Science): Approximation of Integral and Differential Operators and Applications
Organizing Committees
The 14th Serbian Mathematical Congress 2018 (14th SMAK, Kragujevac, Serbia) (Member of Organizing Committee)
International Conferences
- Functional Analysis, Approximation Theory and Numerical Analysis (FAATNA 20>22), Special Session Orthogonal Polynomials, Interpolation and Numerical Integration, July 5-8, 2022, Matera, Italy
- M.P. Stanić, T.V. Tomović Mladenović, A.N. Jovanović: Optimal sets of quadrature rules in the Borges' sense for trigonometric polynomials
- Numerical Methods for Large Scale Problems - Dedicated to Professor Lothar Reichel on the Occasion of his 70th Anniversary (NMLSP 2022), June 6-10, 2022, Belgrade, Serbia
- A.N. Jovanović, M.P. Stanić, T.V. Tomović Mladenović: Optimal sets of quadrature rules for trigonometric polynomials
- Approximation and Computation, Theory and Applications - Dedicated to Professor Walter Gautschi on the Occasion of his 90th Anniversary (ACTA 2017), November 30 - Decembar 2, 2017, Belgrade, Serbia
- A.N. Jovanović, M.P. Stanić, T.V. Tomović: Construction of the optimal set of quadrature rules in the sense of Borges
National Conferences
-
14th Serbian Mathematical Congress, May 16th – 19th, 2018, Kragujevac, Serbia
-
A.N. Jovanović, M.P. Stanić, T.V. Tomović: Construction of the optimal set of quadrature rules for four integrals in the sense of Borges
Teaching Experience
Undergraduate level:
Analysis 2
Mathematics I (for students of informatics)
Mathematics I (for students of physics)
Numerical Mathematics (for students of informatics)
Complex Analysis
Numerical Analysis 2
Previously:
Introduction to Analysis and Algebra, Discrete Mathematics, Number Theory, Analytic Geometry, Numerical Mathematics and Symbolic Programming (for students of informatics), Linear Algebra and Analytic Geometry (for students of informatics), Mathematics II (for students of chemistry).
Personal Data
| Full name: | Aleksandar Jovanović |
| Birthdate: | February 22nd, 1992 |
| Birthplace: | Jagodina, Serbia |
https://orcid.org/0000-0002-2714-1925
Education and Academic Degrees
| Ph.D. in Mathematics (Numerical analysis): | University of Kragujevac, Faculty of Science, 2016 - |
| Master of Sc. in Mathematics (Numerical analysis): | University of Kragujevac, Faculty of Science, 2014 - 2016 (Advisor: Marija Stanić) |
| Thesis: Spline interpolation |
|
| Bachelor of Sc. in Mathematics | University of Kragujevac, Faculty of Science, 2010 - 2014 |
| High School: | "Prva kragujevačka gimnazija", Kragujevac, 2006 - 2010 (The Certificate of Excellence Vuk Karadžić) |
| Primary School: | "Branko Radičević", Dragocvet, Jagodina, 1998 - 2006 (the best pupil in generation) |
Professional Experience
| 2017 – | Assistant, Department of Mathematics and Informatics, Faculty of Science, University of Kragujevac |
| 2015 – 2016: | Teaching and Researching Assistant, Department of Mathematics and Informatics, Faculty of Science, University of Kragujevac |
Research Interests
Numerical Analysis and Approximation Theory (Orthogonal Systems and Quadrature Processes)
Projects
| 2018 – 2019: | Project #174015 (Serbian Ministry of Education and Science): Approximation of Integral and Differential Operators and Applications |
Organizing Committees
The 14th Serbian Mathematical Congress 2018 (14th SMAK, Kragujevac, Serbia) (Member of Organizing Committee)
International Conferences
- Functional Analysis, Approximation Theory and Numerical Analysis (FAATNA 20>22), Special Session Orthogonal Polynomials, Interpolation and Numerical Integration, July 5-8, 2022, Matera, Italy
- M.P. Stanić, T.V. Tomović Mladenović, A.N. Jovanović: Optimal sets of quadrature rules in the Borges' sense for trigonometric polynomials
- Numerical Methods for Large Scale Problems - Dedicated to Professor Lothar Reichel on the Occasion of his 70th Anniversary (NMLSP 2022), June 6-10, 2022, Belgrade, Serbia
- A.N. Jovanović, M.P. Stanić, T.V. Tomović Mladenović: Optimal sets of quadrature rules for trigonometric polynomials
- Approximation and Computation, Theory and Applications - Dedicated to Professor Walter Gautschi on the Occasion of his 90th Anniversary (ACTA 2017), November 30 - Decembar 2, 2017, Belgrade, Serbia
- A.N. Jovanović, M.P. Stanić, T.V. Tomović: Construction of the optimal set of quadrature rules in the sense of Borges
National Conferences
-
14th Serbian Mathematical Congress, May 16th – 19th, 2018, Kragujevac, Serbia
-
A.N. Jovanović, M.P. Stanić, T.V. Tomović: Construction of the optimal set of quadrature rules for four integrals in the sense of Borges
Teaching Experience
Undergraduate level:
Analysis 2
Mathematics I (for students of informatics)
Mathematics I (for students of physics)
Numerical Mathematics (for students of informatics)
Complex Analysis
Numerical Analysis 2
Previously:
Introduction to Analysis and Algebra, Discrete Mathematics, Number Theory, Analytic Geometry, Numerical Mathematics and Symbolic Programming (for students of informatics), Linear Algebra and Analytic Geometry (for students of informatics), Mathematics II (for students of chemistry).
