Nonlinear Dyn[removed]: 173–182 DOI[removed]s11071[removed]z

First Page		Document Content
Date: 2013-02-14 09:45:52 Science Stability theory Dynamical systems Celestial mechanics Lyapunov stability Pierre-Simon Laplace Stability Joseph Louis Lagrange Siméon Denis Poisson Fellows of the Royal Society Mathematical analysis Mathematics		Nonlinear Dyn[removed]: 173–182 DOI[removed]s11071[removed]z Add to Reading List Source URL: www.zfm.ethz.ch Download Document from Source Website File Size: 385,70 KB Share Document on Facebook

	THESIS WORK: “PERSISTENCE AND REGULARITY IN UNSTABLE MODEL THEORY” MARYANTHE MALLIARIS Historically one of the great successes of model theory has been Shelah’s stability theory: a program, described in [17], of sh DocID: 1vmIv - View Document
	St. Petersburg Math. J. Vol), No), .1 BROCKETT’S PROBLEM IN THE THEORY OF STABILITY DocID: 1vhHj - View Document
	Nonlinear Control Theory 2017 L1 Nonlinear phenomena and Lyapunov theory L2 Absolute stability theory, dissipativity and IQCs L3 Density functions and computational methods L4 Piecewise linear systems, jump linear system DocID: 1tW3L - View Document
	Habit Formation and the Gains from Price Stability∗ David Atkin† February 2012 Abstract A counter-intuitive result from consumer theory is that consumers facing stable DocID: 1tipy - View Document
	Asymmetric Dark Matter Stability from Continuous Flavor Symmetries Fady Bishara Fermilab & University of Cincinnati Fermilab DocID: 1sFWW - View Document