The Circle Criterion for a Class of Sector-Bounded Dynamic Nonlinearities [PDF]
AbstractWe present a circle criterion which is necessary and sufficient for absolute stability with respect to a natural class of sector-bounded nonlinear causal operators. This generalized circle criterion contains the classical result as a special case.
Chris Guiver
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A Less Conservative Circle Criterion [PDF]
A weak form of the Circle Criterion for Lur'e systems is stated. The result allows prove global boundedness of all system solutions. Moreover such a result can be employed to enlarge the set of nonlinearities for which the standard Circle Criterion can guarantee absolute stability.
Michele Basso
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Convex functions and the rolling circle criterion [PDF]
Given 0≤R1≤R2≤∞, CVG(R1,R2) denotes the class of normalized convex functions f in the unit disc U, for which ∂f(U) satisfies a Blaschke Rolling Circles Criterion with radii R1 and R2.
V. Srinivas, O. P. Juneja, G. P. Kapoor
doaj +3 more sources
Stability Analysis of a Type of Takagi-Sugeno PI Fuzzy Control Systems Using Circle Criterion [PDF]
A type of Takagi-Sugeno (T-S) Proportional-Integral (PI) fuzzy controllers is studied. The T-S PI fuzzy controller is formed by a T-S Proportional-Derivative (PD) fuzzy controller connected with an integrator.
Kairui Cao +5 more
doaj +3 more sources
The Circle Criterion and Input-to-State Stability [PDF]
This article provides an overview of the circle criterion and its connection with ISS. Classical absolute stability theory and the circle criterion in particular, is concerned with the analysis of a feedback interconnection of Lure type, which consists of a linear system in the forward path and a sector-bounded nonlinearity in the negative feedback ...
Bayu Jayawardhana +2 more
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A Circle Criterion for Strong Integral Input-to-State Stability [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chris Guiver
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Topological conjugacy of n-multiple Cartesian products of circle rough transformations [PDF]
It is known from the 1939 work of A. G. Mayer that rough transformations of the circle are limited to the diffeomorphisms of Morse – Smale. A topological conjugacy class of orientation-preserving diffeomorphism is entirely determined by its ...
Golikova, Iuliana Viktorovna +1 more
doaj +1 more source
Analysis of the Evolution of the Theory of al-Enjebar in the Helleh School [PDF]
The theory of Sheikh al-Mofid and Seyyed al-Mortaza about the criteria for accepting hadiths (the lack of authenticity of "al-Khabar al-Vahed") over time and with the loss of evidence of trust in the transmission of narrations, revealed its ...
Hamed Mostafavifard, Mahdi Ebadi
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Stability Analysis of Systems with Fuzzy PI Controllers Applied to Electric Drives
This paper analyzes the stability of fuzzy control systems with applications for electric drives. Ensuring the stability of these systems is a necessity in practice.
Constantin Voloşencu
doaj +1 more source
Stability Analysis of a Type of T-S Fuzzy Control Systems Using Off-Axis Circle Criterion [PDF]
In this paper, based on the off-axis circle criterion, a sufficient condition with a simple graphical explanation is derived to analyze the global asymptotic stability of a type of Takagi-Sugeno (T-S) fuzzy control systems in case of different constant ...
Kairui Cao +3 more
doaj +1 more source

