Quasi-unconditional stability for higher-order
Higher order quasi-Monte Carlo methods: A comparison
... However, higher order nets using the explicit construction come very close in our low-dimensional ...of higher order digital nets as they clearly show some theoretical advantages over ...which ...
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Higher order KdV type equations and their stability
... third order [7] which has the maximum nonlinearity term u 2p u x ...the stability range. In Section 4, we investigate a generalized fifth- order KdV-type equation [2] with a maximum nonlinearity term ...
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Oscillation of higher order quasi linear neutral differential equations
... Note that result in the section 2 is better than this. However, they are different in some cases. Therefore, they are significative for theirs existence. 4. Summary In this note, we consider the oscillatory behavior of ...
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Higher order quasi-Monte Carlo for Bayesian shape inversion
... Monte Carlo methods to a Bayesian approach for shape uncertainty quantification based on 604. a parametric partial di↵erential equation forward model[r] ...
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New quasi-Newton methods via higher order tensor models
... first quasi-Newton (QN) method was developed by Davidon and become one of the basic algorithms for solving nonlinear ...first order derivatives of the objective ...
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On quasi-periodic solutions to a higher-order Emden-Fowler type differential equation
... 9. Kiguradze, IT: An oscillation criterion for a class of ordinary differential equations. Differ. Equ. 28(2), 180-190 (1992) 10. Kiguradze, IT, Kusano, T: On periodic solutions of even-order ordinary differential ...
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Stability Analysis for Higher Order Adjacent Derivative in Parametrized Vector Optimization
... On the other hand, some interesting results have been proved for stability analysis in vector optimization problems. In 8, Tanino studied some qualitative results concerning the behavior of the perturbation map in ...
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Asymptotic estimates and exponential stability for higher order monotone difference equations
... for higher-order scalar difference equations and in- equalities the right-hand sides of which generate a monotone system with respect to the discrete exponential ...
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The stability of collocation methods for higher order Volterra integro differential equations
... numerical stability of the polynomial spline collocation method for general Volterra integro-differential equation is being ...and stability of the new method are given and the efficiency of the new method is ...
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Research Article On Stability Analysis of Higher-Order Rational Difference Equation
... asymptotic stability of equilibrium points, global behavior of equilibrium points, boundedness and periodicity of the rational recursive sequence w n+1 � w n− p (α + (βw n /γw n + δw n− r )), where γw n ≠ − δw n− ...
A Method of Improving the Stability of Liao's Higher-Order Absorbing Boundary Condition
... of stability has restricted its application range, especially for the higher-order ...the higher stability can be realized when the poles of the reflection coefficient are within the ...
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Quasi-continuous higher-order sliding-mode controllers for spacecraft-attitude-tracking manoeuvres
... problems. Higher-order sliding mode control has desired properties, such as robustness, similar to sliding mode ...using higher-order sliding mode ...
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Stability Analysis of Higher Order Delta Sigma Modulators for Dual Sinusoidal Inputs
... To see the final version of this paper please visit the publisher’s website. Access to the published version may require a subscription. Author(s): Lota, Jaswinder. Al-Janabi, Mohammed., Kale, Izzet Article Title: ...
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Extension of Higher Order Derivatives of Lyapunov Functions in Stability Analysis of Nonlinear Systems
... Lyapunov stability method is the most popular and applicable stability analysis tool of nonlinear dynamic ...asymptotic stability of equilibrium states of nonlinear systems considering some ...
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Quasi-continuous higher-order sliding mode controller designs for spacecraft attitude tracking manoeuvres
... problems. Higher-order sliding mode control has desired properties, such as robustness, similar to sliding mode ...using higher-order sliding mode ...
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Existence and Lyapunov Stability of Periodic Solutions for Generalized Higher-Order Neutral Differential Equations
... Copyright q 2011 Jingli Ren et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
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Nonlinear Stability Analysis of Higher Order Δ–Σ Modulators for DC and Sinusoidal Inputs
... of Higher Order ∆ – Σ Modulators for DC and Sinusoidal Inputs Jaswinder Lota, Member, IEEE, Mohammed Al-Janabi, Member, IEEE, and Izzet Kale, Member, IEEE Abstract—The present work that exists on predicting ...
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Stability analysis of higher order delta sigma modulators using the describing function method
... the stability analysis based on the noise amplification curve is accomplished using the DF method for dc and sinusoidal inputs for non-unity quantizer gain ...quasilinear stability of ∆-Σ modulators is ...
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Improved convergence and stability properties in a three-dimensional higher-order ice sheet model
... In all of the conducted ISMIP-HOM intercomparison exper- iments (Pattyn et al., 2008) the STAG scheme gives physi- cally reasonable results, though in two cases not strictly con- verged. But STAG shows robust convergence ...
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On the stability of continuously stratified quasi geostrophic hetons
... axes are the heights of the vortices. The top figures correspond to the top vortex while the bottom figures correspond to the bottom one. The horizontal axis corresponds to a labelling of the nodes mapping the contours. ...
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