The Fourier series operational matrix of integration
PN Paraskevopoulos, PD Sparis… - International journal of …, 1985 - Taylor & Francis
PN Paraskevopoulos, PD Sparis, SG Mouroutsos
International journal of systems science, 1985•Taylor & FrancisA general expression of the Fourier operational matrix of integration P is derived which is
analogous to that previously derived for other types of orthogonal functions such as Walsh,
block-pulse, Laguerre, Legendre and Chebyshev. This matrix P may be used to solve
problems like identification, analysis and optimal control.
analogous to that previously derived for other types of orthogonal functions such as Walsh,
block-pulse, Laguerre, Legendre and Chebyshev. This matrix P may be used to solve
problems like identification, analysis and optimal control.
A general expression of the Fourier operational matrix of integration P is derived which is analogous to that previously derived for other types of orthogonal functions such as Walsh, block-pulse, Laguerre, Legendre and Chebyshev. This matrix P may be used to solve problems like identification, analysis and optimal control.
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