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Across
  1. 4. the canonical form is in J=P-1FP
  2. 5. the matrix A which the successive principal determinate of A be positive and one determinants is zero
  3. 6. the solution of (λi-F) Pi=0
  4. 7. the roots of the characteristic equation of the matrix F
  5. 8. the theorem states that every square matrix F satisfies its own characteristic equation
  6. 10. the property in which coupling between the state and the output
Down
  1. 1. the matrix A which all the successive principal determinate of A be positive
  2. 2. the property in which coupling between the input and the state
  3. 3. the representation of u(k) in state space
  4. 9. the representation of y(k) in state space