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DIAGONALLY-INVARIANT EXPONENTIAL STABILITY
IFAC Proceedings Volumes, 2005Abstract The diagonally-invariant exponential stability (DIES) is introduced as a special type of exponential stability (ES) which incorporates information about the sets invariant with respect to the state-space trajectories. DIES is able to unify, at the conceptual level, issues in stability analysis that have been separately addressed by previous ...
Mihaela-Hanako Matcovschi+2 more
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Stability of exponentially harmonic maps
Journal of Topology and Analysis, 2019We show that any stable exponentially harmonic map from a compact Riemannian manifold into a compact simply-connected [Formula: see text]-pinched Riemannian manifold under certain circumstance is constant in two different versions. We also prove that a non-constant exponentially harmonic map from a compact hypersurface into a compact Riemannian ...
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On the stability of characterizations of the exponential distribution
Annals of the Institute of Statistical Mathematics, 1981It is shown that if the distribution of min {X 1/a1, X2/a2,…, XN/aN} is close to that ofX 1, then the distribution is close to the exponential distribution.
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On the exponential stability of linear thermoelasticity [PDF]
PATA, VITTORINO, E. Vuk
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Exponential stability of interconnected systems
IEEE Transactions on Automatic Control, 1970Sufficient conditions are given for exponential stability in the large of the equilibrium of systems of interconnected components taken from a class of nonlinear time-varying multi-terminal components.
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Exponential Stability in Mean Square
2013In this chapter the problem of mean square exponential stability of the zero solution to the stochastic differential equations of type (1.22) is studied. The stability of a steady-state is one of the main tasks which appears in many design problems of controllers with prescribed performances.
Toader Morozan+2 more
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Exponential Stability of a Network of Beams
Journal of Dynamical and Control Systems, 2014In this paper, we consider a network of elastic and thermoelastic Euler-Bernoulli beams. Our main result is to show that under certain conditions, the thermoelastic dissipation over some edges is sufficient to stabilize the whole system. Precisely, we establish the exponential stability of the network.
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Stability of a characterization of the exponential distribution [PDF]
O. Januškevičiene, L. Klebanovas
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Graphical Models, Exponential Families, and Variational Inference
Foundations and Trends in Machine Learning, 2007Martin J Wainwright, Michael I Jordan
exaly