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- E. I. Jury
- Proceedings of the IRE
- 1962

In this study a simplified analytic test of stability of linear discrete systems is obtained. This test also yields the necessary and sufficient conditions for a real polynomial in the variable z toâ€¦ (More)

- E. I. Jury, M. O. Mansour
- Proceedings of the IEEE
- 1985

In this letter definitions of Analog, Counterpart, and Equivalent criteria between discrete and continuous systems are presented. Also, these definitions are illustrated by examples from the variousâ€¦ (More)

- E. I. Jury
- Proceedings of the IEEE
- 1978

A comprehensive study of multidimensional stability and related problems of scalar and matrix polynomials is presented in this survey paper. In particular, applications of this study to stability ofâ€¦ (More)

- Abdollah Katbab, E. I. Jury
- 1990 American Control Conference
- 1990

The main contribution of this paper is a generalization of the Box Theorem which was originally introduced for Hurwitz case, for determining the robust Schur-stability of linear time-invariantâ€¦ (More)

- Brian O. Anderson, E. I. Jury
- 1976 IEEE Conference on Decision and Controlâ€¦
- 1976

Generalized Bezoutian and Sylvester matrices are defined and discussed in this short paper. The relationship between these two forms matrices is established. It is shown that the McMillan degree of aâ€¦ (More)

- E. I. Jury, V.R. Kolavennu, B. Anderson
- Proceedings of the IEEE
- 1977

A possible extension of a well-known stabilization technique for one-dimensional recursive digital filters to the two-dimensional case was proposed by Shanks via a conjecture, stating that the planarâ€¦ (More)

- N. Bose, E. I. Jury, Ezra Zeheb
- 1986 25th IEEE Conference on Decision and Control
- 1986

In this paper sufficient conditions for the robust stability of the Schur polynomial as a function of a single parameter are obtained. The conditions derived are based on a recent paper by Bose andâ€¦ (More)

- E. I. Jury
- Proceedings of the IEEE
- 1975

The notion of the inners of a matrix is fully discussed. The inners applications to control theory, stability theory, communication theory, circuit theory, network theory, digital filters,â€¦ (More)

- E. I. Jury, M. O. Mansour
- Proceedings of the IEEE
- 1981

In this note a new inner-matrix for stability is introduced. The application of such a matrix for open left half-plane and inside the unit circle roots of complex polynomials is shown. Furthermore,â€¦ (More)

- Mohamed Mansour, F. J. Kraus, E. I. Jury
- 1992 American Control Conference
- 1992

It is shown in this paper that the robust stability of a discrete-time system discribed by the delta-operator and whose characteristic polynomial has coefficients whose values lie in a box parallelâ€¦ (More)