George Zames

Q: What Schools Are Affiliated With George Zames

George Zames is affiliated with the following schools: McGill University, Massachusetts Institute of Technology, Harvard University

George Zames's AcademicInfluence.com Rankings

George Zames

Engineering

#870

World Rank

#1356

Historical Rank

Systems Engineering

#44

World Rank

#47

Historical Rank

Applied Physics

#1200

World Rank

#1228

Historical Rank

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Engineering

Why Is George Zames Influential?

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According to Wikipedia, George Zames was a Polish-Canadian control theorist and professor at McGill University, Montreal, Quebec, Canada. Zames is known for his fundamental contributions to the theory of robust control, and was credited for the development of various well-known results such as small-gain theorem, passivity theorem, circle criterion in input–output form, and most famously, H-infinity methods.

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George Zames's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Feedback and optimal sensitivity: Model reference transformations, multiplicative seminorms, and approximate inverses (1981) (1875)
On the input-output stability of time-varying nonlinear feedback systems Part one: Conditions derived using concepts of loop gain, conicity, and positivity (1966) (1268)
On the input-output stability of time-varying nonlinear feedback systems--Part II: Conditions involving circles in the frequency plane and sector nonlinearities (1966) (612)
Feedback, minimax sensitivity, and optimal robustness (1983) (566)
Stability Conditions for Systems with Monotone and Slope-Restricted Nonlinearities (1968) (399)
On H ∞ -optimal sensitivity theory for SISO feedback systems (1984) (310)
H ∞ -optimal feedback controllers for linear multivariable systems (1984) (233)
On the metric complexity of casual linear systems: ε -Entropy and ε -Dimension for continuous time (1979) (147)
Functional Analysis Applied to Nonlinear Feedback Systems (1963) (133)
Statistical Communication Theory (1958) (117)
Dither in nonlinear systems (1976) (116)
Weighted sensitivity minimization for delay systems (1985) (104)
Nonlinear Servoanalysis of Human Lens Accommodation (1965) (87)
Multivariable feedback, sensitivity, and decentralized control (1983) (84)
Some Explicit Formulae for the Singular Values of Certain Hankel Operators with Factorizable Symbol (1988) (84)
On the H ∞ -optimal sensitivity problem for systems with delays (1987) (81)
A note on essential spectra and norms of mixed Hankel-Toeplitz operators (1988) (70)
Fast identification n-widths and uncertainty principles for LTI and slowly varying systems (1994) (69)
Logarithmic Variation Criteria for the Stability of Systems with Time-Varying Gains (1968) (59)
Local-global double algebras for slow H/sup infinity / adaptation. I. Inversion and stability (1991) (58)
Structural stabilization and quenching by dither in nonlinear systems (1977) (54)
Input-output feedback stability and robustness, 1959-85 (1996) (53)
Duality theory for MIMO robust disturbance rejection (1993) (49)
Local–global double algebras for slow H∞ adaptation; the case of l2 disturbances (1989) (42)
Uncertainty Principles and Identification n-Widths for LTI and Slowly Varying Systems (1992) (42)
On the stability of nonlinear, time-varying feedback systems. (1964) (38)
A new approach to classical frequency methods: Feedback and minimax sensitivity (1981) (37)
Local-global double algebras for slow H/sup infinity / adaptation. II. Optimization of stable plants (1991) (35)
Nonlinear operators of system analysis (1960) (32)
Feedback control, nonlinear systems, and complexity (1995) (32)
Duality theory of robust disturbance attenuation (1993) (31)
On the stability of systems with monotone and odd monotone nonlinearities (1967) (28)
Realizability Conditions for Nonlinear Feedback Systems (1963) (28)
A Hilbert Space Stability Theory over Locally Compact Abelian Groups (1969) (27)
On optimal sensitivity theory for SISO feedback systems (1982) (25)
Realizability Condition for Nonlinear Feedback Systems (1964) (23)
A Note on Metric Dimension and Feedback in Discrete Time (1992) (22)
Zames G. On the input-output stability of time-varying nonlinear feedback systems. Parts I and II. IEEE Trans. Automat. Contr. AC-ll:228-38; 465-76, 1966 (2004) (22)
Sensitivity minimization for arbitrary SISO distributed plants (1987) (19)
Design of H∞-optimal multivariable feedback systems (1983) (19)
Optimal H∞ interpolation: A new approach (1986) (16)
Optimal H/sup /spl infin// approximation by systems of prescribed order using frequency response data (1996) (16)
Adaptive feedback, identification and complexity: an overview (1993) (16)
H∞ optimization and slowly time varying systems (1987) (16)
Lipschitz continuity of H interpolation (1990) (15)
Robust H ∞ disturbance minimization by duality (1992) (15)
Feedback organizations, learning and complexity in H∞ (1988) (13)
Adaptive Control: Towards a Complexity-Based General Theory (1997) (12)
On decoupling the H ∞ -optimal sensitivity problem for products of plants (1986) (12)
Bayes' optimum filters derived using Wiener canonical forms (1962) (12)
On cross-correlation bounds and the positivity of certain nonlinear operators (1967) (11)
What is an adaptive-learning system? (1990) (11)
Identification and adaptive control: Towards a complexity-based general theory 1 1 Plenary lecture d (1998) (10)
On optimal robust disturbance attenuation (2002) (9)
Local-Global Double Algebras for Slow H- Adaptation: Part 11- Optimization of Stable Plants (1991) (9)
On spectral mappings, higher order circle criteria, and periodically varying systems (1970) (9)
Time complexity and model complexity of fast identification of continuous-time LTI systems (1999) (9)
On optimal robust disturbance minimization (1998) (8)
Approximate analysis of randomly excited nonlinear controls (1967) (8)
On optimal min-max servos (1981) (7)
Stability of systems with sector nonlinearities: A comparison of various inequalities (1968) (7)
Adaptation in the presence of unstructured uncertainty (1993) (7)
Towards a general complexity-based theory of identification and adaptive control (1997) (6)
Feedback, Optimal Sensitivity, and Plant Uncertainty Via Multiplicative Seminorms (1981) (5)
Slowly Time-varying Systems and H∞ Optimization (1988) (5)
Adaptive vs robust control: Information based concepts (1992) (5)
Uncertainty in Unstable Systems: The Gap Metric (1981) (5)
On the metric complexity of causal linear systems: Estimates of ε-entropy and ε-dimension (1977) (5)
Multipliers with real poles and zeros: An application of a theorem on stability conditions (1968) (4)
Local-global double algebras for slow H/sup infinity / adaptation (1989) (4)
Fast Identification n-Widths and Quasianalytic Inputs for Continuous LTI Systems (1993) (3)
Remembrance of things past (1986) (3)
Modeling transportation systems: An overview (1971) (3)
Multivariable Feedback and Decentralized Control (1985) (3)
On decoupling the H∞-optimal sensitivity problem for products of plants (1986) (3)
Stability theory of dynamical systems (1973) (2)
Personalized Rapid Transit Systems : a First Analysis (1973) (2)
Optimal H ∞ 0E-interpolation: a new approach (1987) (1)
Multivariable Sensitivity Reduction and Decentralized Control (1982) (1)
The Legacy of George Zames (1998) (1)
A function calculus for identification and system analysis (1997) (0)
H∞-optimization theory for distributed systems (1986) (0)
H** infinity OPTIMIZATION AND SLOWLY TIME-VARYING SYSTEMS. (1987) (0)
Stability and organization of large, poorly defined systems (1978) (0)
Transportation systems technology: a twenty-year outlook. Final report, October 1970--August 1971 (1971) (0)
Multivariable sensitivity and decentralized control (1982) (0)
X "-Optimal Feedback Controllers for Linear Multivariable Systems (2001) (0)
Robust Adaptation in Slowly Time-Varying Systems: Double-Algebra Theory* (1992) (0)
TRANSPORTATION SYSTEMS TECHNOLOGY: A TWENTY-YEAR OUTLOOK (1971) (0)

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