Results 321 to 330 of about 9,926,522 (389)
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1993
In this chapter we present some general results on the global asymptotic stability and global attractivity of some quite general nonlinear difference equations of order greater than one. The global asymptotic stability of such equations is an unexplored area, still in its infancy, with great potential for applications.
V. L. Kocic, G. Ladas
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In this chapter we present some general results on the global asymptotic stability and global attractivity of some quite general nonlinear difference equations of order greater than one. The global asymptotic stability of such equations is an unexplored area, still in its infancy, with great potential for applications.
V. L. Kocic, G. Ladas
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Global stability and external stability of dynamical systems
Nonlinear Analysis: Theory, Methods & Applications, 1997The first part of this paper is devoted to systems of ordinary differential equations without inputs. The formal definition of global stability with respect to a region and characterization of global stability is given. Sufficient conditions for global stability in terms of Lyapunov function are obtained.
ANDRIANO V. +2 more
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Morishima Systems and Global Stability
International Economic Review, 1990In this paper, it is shown that a Morishima-type sign pattern on the Jacobian of excess demand, holding for all prices, assures system stability with respect to the normalized tatonnement process, starting from almost any price. Copyright 1990 by Economics Department of the University of Pennsylvania and the Osaka University Institute of Social and ...
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Global and Local Thermodynamic Stability
Journal of Non-Equilibrium Thermodynamics, 1999An attempt to relate the local dynamics of the stability and the global behavior of thermodynamic stability is presented through the study of the heat conduction in an infinite unidimensional solid bar. The problem is solved analytically in order to conclude that the structures are independent of the sign of the perturbation and the show that the ...
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Global stability and stabilization of polynomial systems
2007 46th IEEE Conference on Decision and Control, 2007The problem of global stability and stabilization of polynomial systems is considered. Using semi-tensor product of matrices, an easily verifiable sufficient condition for the positivity of multi-variable polynomials is proposed. Assume a candidate of Lyapunov function is a polynomial, the above result provides a sufficient condition for the global ...
null Daizhan Cheng, null Hongsheng Qi
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Global stability of population models
Bulletin of Mathematical Biology, 1981Local stability seems to imply global stability for population models. To investigate this claim, we formally define apopulation model. This definition seems to include the one-dimensional discrete models now in use. We derive a necessary and sufficient condition for the global stability of our defined class of models.
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2009
This chapter presents the global expectations of a stability program. It includes a thorough discussion of stability requirements of non-ICH regions as well as a discussion on how the climatic requirements are implied in the world. This comprehensive chapter gives an introduction of stability requirements for countries around the world.
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This chapter presents the global expectations of a stability program. It includes a thorough discussion of stability requirements of non-ICH regions as well as a discussion on how the climatic requirements are implied in the world. This comprehensive chapter gives an introduction of stability requirements for countries around the world.
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Restoring Global Financial Stability
Journal of Interdisciplinary Economics, 2000Recent crises reflect fundamental weaknesses in the operation of the present global financial system and the need for wide-ranging reform. Public debate has been mainly limited to the issues of prudential regulation with little discussion of the basic problems of volatile capital movements, and asset price and exchange rate instability.
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Global Stability with Spillovers*
Economic Record, 1979This paper investigates the stability of a small, highly stylized economy, which has imperfectly informed traders visiting markets sequentially. Trading out of equilibrium is allowed. Roughly speaking, this system is found to be stable, even though spillovers are present, as long as the direct effects of price changes dominate the spillovers.
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