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IETE Journal of Research Volume 21, 1975 - Issue 8
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Original Articles

Lyapunov Functions for Linear Time-varying Systems

R. GangopadhyayDepartment of Electronics & Tele-Communication Engineering, Bengal Engineering College, Howrah-700 003
&
A. K. MandalDepartment of Electronics & Telecommunication Engineering, Jadavpur University, Calcutta-700 032
Pages 403-405 | Received 22 May 1973, Published online: 11 Jul 2015

REFERENCES

  • Kalman (RE) and Bertram (JE). Control system analysis and design via the second method of Lyapunov. ASME Trans. J. Basic Engg. 82-D. 1960; 371–393.
  • Power (HM). Solution of Lyapunov matrix equation with a diagonal input matrix without matrix inversion. Electronic Letters. 3, 7; 1967; 325–326.
  • Puri (NN) and Weygandt (CN). Second method of Lyapunov and Routh's canonical form. Jour, of Franklin Instt. 276, November 1963; 365–384.
  • Mandal (AK). Lyapunov functions for a time-varying nonlinear system. IEEE Trans. Automatic Control. AC-17, August 1972; 570–571.
  • Ponzo (PJ). Some stability conditions for linear differential equations. IEEE Trans. Automatic Control. AC-13, December 1968; 721–722.

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