LANA:
Seminar:
Journal:
|
LANA: The Workshop "Nonlinear Processes"
The institution: The Faculty of Mathematics and Computer Science, Vilnius University. Date: 28-29 June 1999.
The purpose of this workshop is to discuss the content and curricula of the training program of nonlinear analysts: courses to be included into Program, the content of the courses. It is intended also at the workshop to exchange the experience and knowledge accumulated in different professional activities, and to introduce different ideas for research, training, education.
The workshop addresses three main trends:
- review reports (presenting research results of nonlinear processes, including the possible reflection of these results in the training process),
- presenting and discussing content of courses,
- research reports of doctorial students.
| First day, 28 of June, 1999 |
|---|
| Authors | Report title |
|---|
| A. Piskarskas, A. Stabinis | Interdisciplinary courses on nonlinear processes and on synergetic |
| D. Kirvelis | Modeling of biological processes by using software system of STELLA |
| A. Kavaliauskas | The quality theory of ordinary nonlinear differential equations |
| Applications in biology and medicine |
| A. Ambrazevičius | Sobolev spaces and their imbedding theorems |
| V. Mackevičius | Stochastic analysis for everyone |
| B. Kaulakys | Introduction to the chaos dynamics of classical and quantum systems (1st part) |
| B. Kaulakys | Introduction to the chaos dynamics of classical and quantum systems (2nd part) |
| Second day, 29 of June, 1999 |
|---|
| Authors | Report title |
|---|
| F. Ivanauskas | Diffusion modeling in applications |
| A. Juozapavičius | Algorithms of the modeling of nonlinear systems |
| V. Bistrickas | Recurrent models of discrete and continuous controling processes, their application in resource control, market economy and technology |
| B. Kaulakys | Quantum physics |
| A. Juozapavičius | Nonlinear modeling with "PDEase" |
| R. Krasauskas | Geometric modeling |
| E. Povilonis | Computer-aided analysis of medical signals |
| R. Baronas | The modeling of microbiological reactors |
| R. Vaicekauskas | Automated measuring of parameters of the quality of laser beam |
| I. Kaunietis | Solving the Cauchy problem by means of power series |
| R. Navakas | Modeling the generation of hardbody microlazer |
| R. Vilkas | Limit distributions of nonlinear stochastic maxima |
|
