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STABILITY OF NONLINEAR CONTROL SYSTEMS

A concise picture of control stability is presented as it has developed from the method of hiapunov. Elementary work, dealing only with dimensions one and two, is presented first. The theory in the pre-Popov period is presented, with emphasis placed on vectors and matrices. Popov's contribution is presented along with his extensive use of Fourier transforms and advanced analysis. A theorem weaker than Kalman's completion of Popov's second theorem is presented. It rests upon an important lemma due to Yacubovich and its proof follows that of Kalman.

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  • "A concise picture of control stability is presented as it has developed from the method of hiapunov. Elementary work, dealing only with dimensions one and two, is presented first. The theory in the pre-Popov period is presented, with emphasis placed on vectors and matrices. Popov's contribution is presented along with his extensive use of Fourier transforms and advanced analysis. A theorem weaker than Kalman's completion of Popov's second theorem is presented. It rests upon an important lemma due to Yacubovich and its proof follows that of Kalman."@en
  • "Stability of nonlinear control systems."@en

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  • "Electronic books"
  • "Electronic books"@en
  • "Llibres electrònics"

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  • "Stability of Nonlinear Control Systems"
  • "Stabiligy of nonlinear control systems"
  • "STABILITY OF NONLINEAR CONTROL SYSTEMS"@en
  • "Ustojčivost' nelinejnyh sistem avtomatičeskogo upravlenič"
  • "Stability of linear control systems"
  • "Ustojčivost nelinejnyh sistem avtomatičeskogo"
  • "Ustoĭchivostʹ nelineĭnykh sistem avtomaticheskogo upravlenii︠a︡"
  • "Stability of nomlinear control systems"
  • "Stability of nonlinear control systems"@en
  • "Stability of nonlinear control systems"
  • "Ustojčivostʹ nelinejnych sistem avtomatičeskogo upravlenija"
  • "Ustojčivost' nelinejnyh sistem avtomatičeskogo upravlenija"
  • "Stability of Nonlinear Control Systems"@en

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