2006•Systems engineering and electronicsRequires access

Optimal recursive for singular continuous stochastic linear systems

Chen Hui-chan

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Abstract

The optimal recursive equation for singular continuous linear system is discussed.A singular values standard form for singular continuous stochastic linear systems is given by singular value decomposition of matrix.Under the two cases,the singular continuous stochastic linear system is decomposed into two subsystems based on standard form.The optimal recursive problems for this singular system are obtained by state estimation of subsystems.The result shows that this technique efficiently reduces the amount of computation for singular system.

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The optimal recursive equation for singular continuous linear system is discussed.A singular values standard form for singular continuous stochastic linear systems is given by singular value decomposition of matrix.Under the two cases,the singular continuous stochastic linear system is decomposed into two subsystems based on standard form.The optimal recursive problems for this singular system are obtained by state estimation of subsystems.The result shows that this technique efficiently reduces the amount of computation for singular system.

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Available abstract

The optimal recursive equation for singular continuous linear system is discussed.A singular values standard form for singular continuous stochastic linear systems is given by singular value decomposition of matrix.Under the two cases,the singular continuous stochastic linear system is decomposed into two subsystems based on standard form.The optimal recursive problems for this singular system are obtained by state estimation of subsystems.The result shows that this technique efficiently reduces the amount of computation for singular system.

Key concepts: Singular solution, Singular value, Singular value decomposition, Mathematics, Linear system, Applied mathematics, Matrix (chemical analysis), Singular integral

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