Conversion of matrix ODEs to certain universal and easily handlable forms via space extension


Uskueplue S., Demiralp M.

12th WSEAS International Conference on APPLIED MATHEMATICS, Cairo, Egypt, 29 - 31 December 2007, pp.43-44 identifier

  • Publication Type: Conference Paper / Full Text
  • City: Cairo
  • Country: Egypt
  • Page Numbers: pp.43-44

Abstract

This paper is focused on the conversion of matrix ordinary differential equations to certain universal forms which can be handled more easily than their original structures when the solutions to them is sought. This goal is realised by using the space extension concept. ne concerned equations are chosen from certain specific ones although the generalization seems to be possible for all types of matrix ODEs. This paper concerns with the obtaining of new universal form not its solution. However certain clues about the solution technique construction are also presented.