ИСТИНА

• Охват: Международная
• Даты проведения: 26-30 августа 2013
• Место проведения: Waterloo, Ontario, Canada
• Организаторы:
  SIAM
  AIMS
• Число участников: 1000
• Число участников из МГУ: 1
• Число докладчиков: 1000
• Веб-сайт: http://www.ammcs2013.wlu.ca/
• Описание конференции:

  MMCS-2013 is an interdisciplinary international conference in a series of AMMCS meetings held in Waterloo, Ontario, Canada. The series aims at promoting interdisciplinary research and collaboration involving mathematical and computational sciences, and highlighting recent advances in Applied Mathematics, Modeling and Computational Science (AMMCS). In 2013 the conference will be held in the last week of August (August 26-30, 2013). It is organized in cooperation with AIMS and SIAM and is supported by the Fields Institute. The conference provides a unique opportunity for in-depth technical discussions and exchange of ideas in all areas involving mathematical and computational sciences, modeling and simulation, as well as their applications in natural and social sciences, engineering and technology, industry and finance. It offers to researchers, industrialists, engineers and students to present their latest research, to interact with the experts in the field, and to foster interdisciplinary collaborations required to meet the challenges of modern science, technology, and society. Located just west of Toronto in the Canada Research Triangle area, the city of Waterloo is home to two universities (University of Waterloo and Wilfrid Laurier University), the Perimeter Institute for Theoretical Physics, Research in Motion, and many other innovative institutions. The venue of the AMMCS-2013 is the Waterloo Campus of the Wilfrid Laurier University, the oldest university in the tri-city of Cambridge, Kitchener, Waterloo and the Guelph areas. It is a beautiful part of Canada located in a comfortable driving distance from some of North America's most spectacular tourist destinations, including the Niagara Escarpment, a UNESCO World Biosphere Reserve.

• Добавил в систему: Смирнов Илья Николаевич

Доклады:

• 2013 Mixed problems for the Telegraph Equation in the Case of a System Consisting of N Segments with different Densities and Elasticities but Equal Impedances (Пленарный)
• Автор: Smirnov I.N.