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Sequentiality and strong stability

[1991] Proceedings Sixth Annual IEEE Symposium on Logic in Computer Science, 2002
It is shown that Kahn-Plotkin sequentiality can be expressed by a preservation property similar to stability and that this kind of generalized stability can be extended to higher order. The main result is the construction of a model where all morphisms are functions and, at ground types, these functions are sequential. >
Antonio Bucciarelli, Thomas Ehrhard
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A rational test for strong stabilization

Automatica, 1995
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Vincent D. Blondel, Charlotte Lundvall
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On the strong stability of symplectic matrices

Numerical Linear Algebra with Applications, 2011
SUMMARYThe strong stability of a symplectic matrix is investigated from algorithmic and numerical viewpoints using a theory developed by S.K. Godunov. This theory is based on a different formulation of the Krein‐Gelfand‐Lidskii characterization of strong stability, better suited for numerical calculations. Copyright © 2011 John Wiley & Sons, Ltd.
Mouhamadou Dosso, Miloud Sadkane
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Strong stabilization of high order plants

Automatica, 2022
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Özbay, Hitay, Gündeş, A. N.
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Strong stabilization over polytopes

IEEE Transactions on Automatic Control, 1999
Summary: The problem considered consists of finding a stable controller assigning a closed-loop characteristic polynomial over a stability domain specified as a polytopic region of the space of characteristic polynomial coefficients. The controller is required to be stable with respect to the same polytopic stability region specified for the closed ...
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Strong Stability in Variational Inequalities

SIAM Journal on Control and Optimization, 1995
Summary: We consider a generalization of Kojima's strong stability in nonlinear programs to variational inequalities constrained by a system of equations and inequalities. Roughly speaking, strong stability refers to the local existence and uniqueness of a solution of a system under small perturbations.
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Rationalizability, Strong Rationality, and Expectational Stability

Games and Economic Behavior, 1993
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Evans, George W., Guesnerie, Roger
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A self-stabilizing algorithm for strong fairness

Computing, 1998
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Mehmet Hakan Karaata, Pranay Chaudhuri
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Strong Static Stability of Liquid Layers

Journal of Mathematical Fluid Mechanics, 2010
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Miersemann, Erich   +2 more
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Stability Conditions for Strong Rarefaction Waves

SIAM Journal on Mathematical Analysis, 2005
The author studies a number of algebraic conditions connected with the stability of strictly hyperbolic \(n\times n\) systems of conversation laws in one space dimension: \[ u_t + f(u)_x=0. \] Such conditions yield existence and continuity of the flow of solutions in the vicinity of the reference solution.
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