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Original Articles

Discrete-time H filtering with initial condition

Pages 287-295 | Received 16 Apr 2004, Accepted 03 Feb 2005, Published online: 23 Feb 2007

References

References

  • Anderson BDO Moore JB Optimal Control—Linear Quadratic Methods Englewood cliffs NJ Prentice-Hall 1989
  • Bolzern , P , Colaneri , P and De Nicolao , G . 1997 . ‘Transient and asymptotic analysis of discrete-time H∞ filters’ . Eur. J. Control , 3 : pp. 314–324
  • Brockett RW Finite Dimensional Linear Systems Chichester UK Wiley 1970
  • Bryson AE Applied Optimal Control Cambridge Cambridge University Press 2002
  • Burl JB Linear Optimal Control Reading MA Addison-Wesley 1999
  • Foo YK ‘Finite horizon H∞ filtering with initial condition’ submitted for publication 2004
  • Green M Limebeer DJN Linear Robust Control Englewood cliff NJ Prentice-Hall 1995
  • Hassibi B Sated AH Kailath T ‘Linear estimation in Krein space—part 2: applications’ IEEE Trans. Automat. Control 1996
  • Ichikawa A Katayama H Linear Time Varying Systems and Sampled-Data Systems New York Springer 2001
  • Jacquot RG Modern Digital Control Systems 2nd ed. New York Dekker 1995
  • Kalman RE ‘A new approach to linear filtering and prediction problems’ Trans. ASME—J. Basic Eng. pp. 35–45 1960
  • Mangoubi RS Robust Estimation and Failure Detection: A Concise Treatment New York Springer 1998
  • Saberi A Sannuti P Chen BM H 2 Optimal Control Englewood cliffs NJ Prentice Hall 1995
  • Stoorvogel AA The H Contol Prooblem: A State-space Approach Englewood cliffs NJ Prentice Hall 1992

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