8. Autonomous and non-autonomous first order differential ...
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A Note on non-autonomous scalar functional differential equations ...
The equation/system (1) is called autonomous if the right-hand side of it is independent of t, i.e. is of the form F(y), dy dt. = F(y). (2) and non-autonomous ...
Dynamical connections and non-autonomous lagrangian systems
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Lecture 8. Autonomous equations; Existence and Uniqueness ...
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On non autonomous Ornstein-Uhlenbeck evolution operators in ...
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Pullback attractors for non-autonomous 2D-Navier?Stokes ...
Abstract. We prove that the minimal sets in the skew-product semiflows generated from a non-autonomous scalar functional differential equation with a small ...
Augmented Generators for Non-autonomous Flows - Refubium
integrales sont des solutions de 1'equation de Lagrange non-autonome alors il existe une connexion F sur J~ (R, M) dont les courbes integrales sont aussi ...
Averaging of nonautonomous damped wave equations with ... - CORE
We develope some new techniques to obtain the results on exact observability for one dimensional wave and Schrödinger equations, then by duality.
Evolution equations governed by families of weighted operators
Autonomous equations; Existence and Uniqueness. Theorem. Nataliya Goncharuk ... What can we say about solutions without solving the equation?
Infinite Horizon Control Problems under State Constraints and ...
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Systèmes Différentiels Non Autonomes
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Multiplicity of Radial Ground States for the Scalar Curvature ...
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Chap 31 : Equations non-linéaires autonomes - Evarin
The existence of a solution to non-autonomous variable-order fractional differential equation is proved in [39]. However, to the best of our knowledge there ...