Results 11 to 20 of about 1,260,077 (147)
GENERIC STABILITY AND STABILITY [PDF]
AbstractWe prove two results about generically stable typespin arbitrary theories. The first, on existence of strong germs, generalizes results from [2] on stably dominated types. The second is an equivalence of forking and dividing, assuming generic stability ofp(m)for allm.
Adler, Hans +2 more
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Regional Stability and Stability Radius [PDF]
Summary: In this work, we consider the problem of stability, for distributed parameter systems, through the space variable. We give an extension of the stability radius, introduced by \textit{A. J. Pritchard}, \textit{S. Townley} [''Robustness of linear systems'', J. Differ. Equations 77, No.2, 254-286 (1989; Zbl 0674.34061)], \textit{D. ~Hinrichsen}, \
Bernoussi A., Bel Fekih A.
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A variety of social and economic arrangements exist to facilitate the exchange of goods, services, and information over gaps in social structure. Each of these arrangements bears some relationship to the idea of brokerage, but this brokerage is rarely like the pure and formal economic intermediation seen in some modern markets.
Katherine, Stovel +2 more
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K-stability Implies CM-stability [PDF]
In this paper, we prove that any polarized K-stable manifold is CM-stable. This extends what I did for Fano manifolds in my 2012 paper.
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In this paper theD-stability properties of some classes of perturbed collocation methods are investigated. Among others we show the implicit Runge-Kutta methods described by Ehle-Chipman to beD-stable. We also give implicit Runge-Kutta methods that are bothD-stable andA-stable but notB-stable.
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On hyperexponential stability and stabilization
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zimenko, Konstantin +2 more
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“Financial Stability” is a speech given by the author at the Council of State Governments, Southern Legislative Conference Annual Meeting, New Orleans, Louisiana, August 4, 2002.
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