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Start Over Author "George, Raju K." Publication Type Conference Materials
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3. Controllability of Linear Time-invariant Dynamical Systems with Fuzzy Initial Condition.

Author

Dubey, Bhaskar and George, Raju K.

Subjects
LINEAR time invariant systems, FUZZY systems, CONTROLLABILITY in systems engineering, FUZZY numbers, MATRICES (Mathematics)
Abstract

In this paper, we investigate controllability property of the linear time-invariant systems of the form x = Ax(t) + Bu(t) with fuzzy initial condition x(t0) in (E¹)n and control u(t) ∊ (E¹)m, where A, B, are n × n, n × m real matrices, respectively, t0 ≥ 0, and (E¹)n denotes the set of all n-dimensional vectors of fuzzy numbers on R. We establish sufficient conditions for the controllability of such systems. Examples are given to substantiate the results obtained. [ABSTRACT FROM AUTHOR]

Published
2013

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