SOME NONLINEAR SYSTEMS SATISFYING AIZERMAN'S CONJECTURE
Abstract
This analysis summarizes the types of first, second and third order nonlinear systems for which Aizerman's conjecture (concerning the use of a linearized model to determine sufficient conditions for stability) has been verified. These systems are described in terms of their block diagram representations, and through the use of block diagram transformations these systems are extended to cover larger classes of systems. Systems containing an equal number of poles and zeros are included by placing restrictions upon the derivative of the nonlinear function. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Oct 12, 1961
- Accession Number
- AD0277368
Entities
People
- I.j. Williams
Organizations
- University of California, Berkeley