In order to support Member States of the South Eastern European (SEE) Region in defining their policies for science, the UNESCO Office in Venice has initiated a mapping of research centres established in the area. The database created, shall provide the knowledge of basic indicators related to the research centres and institutions in an attempt to acknowledge, on the one side, quality research undertaken in the region in basic and engineering sciences (BES) and related scientific fields, and, on the other side, the potential of the research centres and institutes to take an active part in regional and international scientific cooperation.
UPDATED: Database of BES research centres and institutions in SEE
Tuesday, April 20th, 2010, Posted in News |“Perturbative QED on de Sitter Universe” lecture by Cosmin Crucean in Nis
Wednesday, July 7th, 2010, Posted in News |Faculty of Physics University of Craiova, Romania and Faculty of Science and Mathematics, Nis (Department of Physics, Chair of Theoretical Physics and Center for Theoretical Physics), through the SEENET-MTP – UNESCO-BRESCE Project “Training and Mobility Program. Promotion of exellence and growing of the youth’s interest for education in Physics and Mathematics” organize a lecture:
PERTURBATIVE QED ON DE SITTER UNIVERSE
Lecturer is Cosmin Crucean (Theoretical and Applied Physics, West University of Timisoara, Romania). Lectures will be held on Friday July 9, 2010 in the Room 100, at the Faculty of Science and Mathematics Nis at 2.00pm. (more…)
Series of Lectures by prof. dr Ludmil Hadjiivanov at the Faculty of Science and Mathematics Nis “Symmetries in Field Theory”
Saturday, June 26th, 2010, Posted in News |Faculty of Science and Mathematics, Nis (Department of Physics, Chair of Theoretical Physics and Center for Theoretical Physics) and Faculty of Physics University of Craiova, Romania, through the SEENET-MTP – UNESCO-BRESCE Project “Training and Mobility Program. Promotion of exellence and growing of the youth’s interest for education in Physics and Mathematics” organize a series of lectures
“Symmetries in Field Theory”
Lecturer is prof. dr Ludmil Hadjiivanov, Elementary Particles Theory Lab., INRNE, Bulgarian Academy of Sciences, Sofia, Bulgaria. (more…)
Lecture by prof. dr Viktor Urumov at the Faculty of Science and Mathematics Nis: “Time-Delay Feedback Control of Nonlinear Oscillators”
Saturday, June 26th, 2010, Posted in News |Faculty of Science and Mathematics, Nis (Department of Physics, Chair of Theoretical Physics and Center for Theoretical Physics) and Faculty of Physics University of Craiova, Romania, through the SEENET-MTP – UNESCO-BRESCE Project “Training and Mobility Program. Promotion of exellence and growing of the youth’s interest for education in Physics and Mathematics” organize a lecture
“Time-Delay Feedback Control of Nonlinear Oscillators”
Lecturer is prof. dr Viktor Urumov, Faculty of Science and Mathematics, Saint Cyril and Methodius University, Skopje, Macedonia. Lectures will be held on Wednesday 30 June, 2010 in the Room 100, at the Faculty of Science and Mathematics Nis at 12.00pm. (more…)
International Conference on New Horizons in Education
Friday, June 4th, 2010, Posted in News |International Conference on New Horizons in Education
23-25 June 2010, Salamis Bay Conti Resort Hotel
North Cyprus
P-adic Wavelet Bases and Frames
Friday, May 21st, 2010, Posted in News |Department of Physics (Faculty of Science and Mathematics, Nis), Chair of Theoretical Physics and Center for Theoretical Physics organize a lecture:
P-adic Wavelet Bases and Frames
Lecturer is dr Sergey KOZYREV, Steklov Mathematical Institute (Moscow, Russia). Lectures will be held on May 25, 2010 in the Room 100, at the Faculty of Science in Nis at 12.15pm.
Abstract: Definition of p-adic wavelet basis is given. Relation to real wavelets is discussed. Relation to spectral analysis of pseudodifferential operators is described. The construction of frames of p-adic wavelets as orbits of the affine group is described. Multidimensional wavelet basis is constructed and the relation to the representation theory is discussed.
