Autor/Autorin: Najeeb Shihab Suha
Suha Najeeb Shihab Al-RawiAuthors C.V. Suha N. Al-Rawi received her B.Sc. degree in Applied Mathematics from University of Technology in 1992, and her M.Sc. in Applied Mathematics from University of Technology in 1995, and her Ph.D. in Mathematics from The University of Mustansiriyah in 2005. Her areas of specially include control theory.
In chapter one, a brief review of some work associated with the computational methods to treat the optimal control problems is presented. Chapter two, gives some new important properties and formulas of chebyshev polynomials of first and second kinds. The idea of spectral method is applied in chapter three to solve quadratic optimal control problems with the aid of Chebyshev polynomials convergence criteria for the proposed algorithms are also included in this chapter. Conclusions and further research direction are included in chapter four.
Najeeb Shihab, SuhaSuha Najeeb Shihab Al-RawiAuthors C.V. Suha N. Al-Rawi received her B.Sc. degree in Applied Mathematics from University of Technology in 1992, and her M.Sc. in Applied Mathematics from University of Technology in 1995, and her Ph.D. in Mathematics from The University of Mustansiriyah in 2005. Her areas of specially include control theory.
Über den Autor
Suha Najeeb Shihab Al-RawiAuthors C.V. Suha N. Al-Rawi received her B.Sc. degree in Applied Mathematics from University of Technology in 1992, and her M.Sc. in Applied Mathematics from University of Technology in 1995, and her Ph.D. in Mathematics from The University of Mustansiriyah in 2005. Her areas of specially include control theory.
Klappentext
In chapter one, a brief review of some work associated with the computational methods to treat the optimal control problems is presented. Chapter two, gives some new important properties and formulas of chebyshev polynomials of first and second kinds. The idea of spectral method is applied in chapter three to solve quadratic optimal control problems with the aid of Chebyshev polynomials convergence criteria for the proposed algorithms are also included in this chapter. Conclusions and further research direction are included in chapter four.
