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Results: 1 to 30 of 46 found      Go to page: 1 2

[1] Ivanka M. Stamova. On the Lyapunov theory for functional differential equations of fractional order. Proc. Amer. Math. Soc. 144 (2016) 1581-1593.
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[2] Ivanka M. Stamova and Gani Tr. Stamov. On the stability of sets for delayed Kolmogorov-type systems. Proc. Amer. Math. Soc. 142 (2014) 591-601.
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[3] Hideaki Matsunaga. Delay-dependent and delay-independent stability criteria for a delay differential system. Proc. Amer. Math. Soc. 136 (2008) 4305-4312. MR 2431044.
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[4] M. Turkyilmazoglu. Influence of suction/blowing on the finite amplitude disturbances having non-stationary modes of a compressible boundary layer flow. Quart. Appl. Math. 66 (2008) 447-471. MR 2445523.
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[5] M. Turkyilmazoglu. Non-linear and non-stationary modes of the lower branch of the incompressible boundary layer flow due to a rotating disk. Quart. Appl. Math. 65 (2007) 43-68. MR 2313148.
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[6] Teresa Faria. An asymptotic stability result for scalar delayed population models. Proc. Amer. Math. Soc. 132 (2004) 1163-1169. MR 2045433.
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[7] David M. Bradley. A pair of difference differential equations of Euler-Cauchy type. Trans. Amer. Math. Soc. 355 (2003) 4985-5002. MR 1997592.
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[8] Tibor Krisztin, Hans-Otto Walther and Jianhong Wu. Shape, Smoothness and Invariant Stratification of an Attracting Set for Delayed Monotone Positive Feedback. Fields Institute Monographs 11 (1998) MR MR1719128.
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[9] $H \cap \overline W$ is smooth near $p_0$. Fields Institute Monographs 11 (1998) 95-111.
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[10] Smoothness of $W \cap S$ in case $\mathcal O$ is not hyperbolic. Fields Institute Monographs 11 (1998) 63-66.
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[11] bd$W$ contains the unstable set of the periodic orbit $\mathcal O$. Fields Institute Monographs 11 (1998) 75-93.
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[12] Dynamics on $\overline W$ and disk representation of $\overline W \cap S$. Fields Institute Monographs 11 (1998) 41-49.
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[13] The unstable set of $\mathcal O$ contains the nonstationary points of bd$W$. Fields Institute Monographs 11 (1998) 67-73.
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[14] The separatrix. Fields Institute Monographs 11 (1998) 15-18.
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[15] Introduction. Fields Institute Monographs 11 (1998) 1-7.
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[16] Equivalent norms, invariant manifolds, Poincar\'e maps and asymptotic phases. Fields Institute Monographs 11 (1998) 167-172.
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[17] The delay differential equation and the hypotheses. Fields Institute Monographs 11 (1998) 9-13.
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[18] A discrete Lyapunov functional and a-priori estimates. Fields Institute Monographs 11 (1998) 211-220.
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[19] Invariant cones close to neutrally stable fixed points with 1-dimensional center spaces. Fields Institute Monographs 11 (1998) 197-203.
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[20] Homeomorphisms from bd$W$ onto the sphere and the cylinder. Fields Institute Monographs 11 (1998) 125-133.
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[21] Smoothness of $\overline W$, bd$W$ and $\overline W \cap S$. Fields Institute Monographs 11 (1998) 113-123.
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[22] Unstable sets of periodic orbits. Fields Institute Monographs 11 (1998) 205-210.
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[23] Resum\'e. Fields Institute Monographs 11 (1998) 161-166.
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[24] Floquet multipliers for a class of linear periodic delay differential equations. Fields Institute Monographs 11 (1998) 221-235.
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[25] Some results from topology. Fields Institute Monographs 11 (1998) 237-237.
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[26] Oscillation frequencies. Fields Institute Monographs 11 (1998) 27-32.
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[27] Smoothness of $W \cap S$ in case $\mathcal O$ is hyperbolic. Fields Institute Monographs 11 (1998) 57-62.
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[28] Homeomorphisms from $\overline W$ onto the closed ball and the solid cylinder. Fields Institute Monographs 11 (1998) 135-160.
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[29] Smooth generalized center-unstable manifolds for $C^1$-maps. Fields Institute Monographs 11 (1998) 189-196.
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[30] Smooth center-stable manifolds for $C^1$-maps. Fields Institute Monographs 11 (1998) 173-188.
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Results: 1 to 30 of 46 found      Go to page: 1 2


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