ИСТИНА

• Охват: Международная
• Даты проведения: 21-23 февраля 2018
• Место проведения: Вена, Austria
• Организаторы:
  Automation and Control Institute, TU Wien
  Institute for Analysis and Scientific Computing, TU Wien
• Число участников из МГУ: 1
• Веб-сайт: http://www.mathmod.at/
• Все конференции этой группы
• Описание конференции:

  The MATHMOD 2018 continued the conference series MATHMOD Vienna in February 2018. It provides a forum for professionals, researchers, and experts in the field of theoretic and applied aspects of mathematical modelling for systems of dynamic nature. The scope of MATHMOD 2018 conference covers theoretic and applied aspects of the various types of mathematical modelling (equations of various types, automata, Petri nets, bond graphs, qualitative and fuzzy models, etc.) for systems of dynamic nature (deterministic, stochastic, continuous, discrete or hybrid with respect to time, etc.). The topics to be discussed include e.g.: - modelling theory; first-principles, identification, optimization, order reduction and validation - automation of modelling and software tools - computer modelling, modelling for/by simulation, co-simulation, modelling standards - qualitative, modular, interdisciplinary modelling - comparison of methods for modelling, alternative modelling methods (CAS, fuzzy, NN, QSS, etc.) - model analysis and calibration, effects of modelling errors on overall performance of an engineering system - applications in the field of engineering systems and in natural sciences - applications in environmental systems, biotechnology, etc. - applications in operation research, logistics and planning - applications in medicine, physiology, health care and health technology assessment - education in/for/with modelling - modelling aspects in scientific computing - modelling for control and real-time applications

• Добавил в систему: Косенко Иван Иванович

Доклады:

• 2018 Dynamics of a pendulum anchored to a rotating asteroid (Устный)
• Авторы: Burov Alexander A., Nikonov Vasily I., Kosenko Ivan I., Guerman Anna D.

• 2018 Optimal control of two-dimensional motions of a body by a movable mass (Устный)
• Автор: Chernousko F.L.