 |
NONLINEAR PHENOMENA IN COMPLEX SYSTEMS An Interdisciplinary Journal
Published by the "Education and Upbringing" Publishing Company, Minsk, Belarus
Co-Editors-in-Chief:
Commenced publication 1998
Publishing quarterly |
Editorial Board: A. Anagnostopulos (Greece), L.F. Babichev (Belarus), J. Bentsman (USA), C.C.A.M. Gielin (The Netherlands), H.V. Grushevskaya (Managing Secretary, Belarus), W. Kittel (The Netherlands), Yu.L. Klimontovich (Russia), G.G. Krylov (Deputy-Editor, Belarus), A.D. Linkevich (Belarus), P.V.E. McClintock (United Kingdom), V.B. Nemtsov (Belarus), V.P. Parkhomenko (Belarus), M. Robnik (Slovenia), A. Ruffing (Germany), V.A Samuilov (Deputy-Editor, Belarus), S.V. Sergeyev (Belarus), A.T. Vlassov (Belarus)
International Advisory Board: N. Abraham (USA), N.G. Antoniou (Greece), P.A. Apanasevich (Belarus), S. Bishop (UK), A.D. Dmitriev (Russia), M.I. Dykman (USA), S. Grossmann (Germany), H. Haken (Germany), R. Hwa (USA), W.A. Kaminski (Poland), S.M. Kashchenko (Russia), S.Ya. Kilin (Belarus), A.V. Kozulin (Belarus), P. Manneville (France), L.A. Melnikov (Russia), E. Mosekilde (Denmark), T. Mullin (UK), G. Nicolis (Belgium), J. Parisi (Germany), K. Pyragas (Lithuania), O.E. Roessler (Germany), N.N. Rosanov (Russia), V.A. Savva (Belarus), A.G. Sitenko (Ukraine), M. Soskin (Ukraine), A. Stefanovska (Slovenia), L.A. Yanovich (Belarus), J. Yorke (USA), R.M. Yulmetiev (Russia)
Supporting organizations:
Belarusian State University (Minsk, Belarus), B.I. Stepanov Institute of Physics of the National Academy of Sciences (Minsk, Belarus), Center for Applied Mathematics and Theoretical Physics of the University of Maribor (Maribor, Slovenia), Belarusian Republican Fund for Fundamental Research (Minsk, Belarus), "Education and Upbringing" Publishing Company (Minsk, Belarus).
Aims and Scope:
Nonlinear Phenomena in Complex Systems is a quarterly journal, which will publish original research papers. In addition there will be editorials, invited reviews, a letter section and a news section containing information on future events and book reviews
Address of the Editorial Office: Journal NPCS, B.I. Stepanov Institute of Physics, National Academy of Sciences of Belarus, 68 Fr.Skaryny Praspekt, Minsk BY-220072, Republic of Belarus
Telephone: +375 (17) 284-16-28. Fax: +375 (17) 284-08-79. E-mail: j-npcs@dragon.bas-net.by
Journal Homepage: Nonlinear Phenomena in Complex Systems
Instructions for Authors Subscription Information
The primary objective of Nonlinear Phenomena in Complex Systems (NPCS) is to provide a single forum for this interdisciplinary area to strengthen links between basic and applied research, theoretical and experimental methods relating to nonlinear dynamics of complex systems encountered in the natural and social sciences. Its goal is to bring together, in one periodical, significant papers of high quality on all aspects of nonlinear dynamics, including phenomena, modelling, and complexity, thereby providing a focus and catalyst for the timely dissemination and cross-fertilization of new ideas, principles, and techniques across a broad interdisciplinary front. The scope of this international journal includes experiment, computational, and theoretical aspects of phase transitions, critical phenomena, self-organization, bifurcations, chaos, fluctuation phenomena, pattern formation, fractals and complexity in physics, mathematics, chemistry, engineering, biology, social and economic sciences and the other areas of Scientific endeavour.Current Tables of Contents with Summaries
Past Issues
 Academy |
Return to The NASB Presidium Information Server Home Page
| The NASB Presidium Information Server Links: | |||||||||
About Academy • Organizations • Academy Activities • Other Sites • Full Index|
History • Officers • Membership • Staff • International Relations • Academy's Prizes | Departments • Institutes • R&D Activities • Research Programs • Conferences Legislation • Publications • Councils • Library • Museums • Archive • Publishing House |
 Home |  Science |  Country |  World |
[ Home | Science | Country | World ]