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Controllability, observability, andrealizability of matrix Lyapunov systems

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Abstract

This paper presents necessary and sufficient conditions forcomplete controllability, complete observability and realizabilityassociated with matrix Lyapunov systems under certain smoothness conditions.

참고문헌 (6)

  1. "Kronecker products and matrix calculus; with applications" (1981), Ellis Horwood Ltd.
  2. "Introduction to mathematical control theory" (1975), Clarenton Press
  3. "Introduction to the mathematical theory of control processes Mathematics in Science and Engineering Vol. 40" (1967), Academic press
  4. H. Cole, "The theory of ordinary differential equations" (1968)
  5. "Kronecker product boundary value problems--existence anduniqueness", 25(2), pp.383~394 (2003)
  6. "Kronecker product boundary value problems--existence anduniqueness", 25(2), pp.383~ (2003)

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