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A new algorithm to compute the extended Brunovsky form of linearly controllable quadratic system with single input
Student-Run Research| Speaker: | Wenlong Jin, Mathematics, UC Davis |
| Location: | 693 Kerr |
| Start time: | Fri, Apr 14 2000, 4:10PM |
Description
This talk starts with a brief introduction to dynamic systems,
canonical forms and other related concepts. In the second part, for
both continuous and discrete linearly controllable quadratic
systems with single input, the extended Brunovsky forms and the
corresponding transformation are derived based on special criteria
for the existence of a valid transformation. In the third part,
the algorithms are described for both systems, and some numerical
examples are given. In the last part, a possible relationship of
this new algorithm to Ricatti equation and Krylov subspaces may be
presented.