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Strong stability

Strong stability of Nash equilibria in load balancing games

Strong stability of Nash equilibria in load balancing games

... Evidentally selfish individual agents stand to benefit from cooperation and hence SNEs are much more preferred to NEs for stability. However, SNEs do not necessarily exist [2] and, even if they do, they are much ...

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Strong stability of internal system descriptions

Strong stability of internal system descriptions

... of stability for internal autonomous system descriptions that is referred to as “strong stability” and characterizes the case of avoiding overshoots for all initial conditions within a given ...of ...

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Strong stability of weighted sums of NA random variables

Strong stability of weighted sums of NA random variables

... the strong stability of weighted sums of NA random variables and try to obtain some new results which extend the corresponding re- sults of Matula [7], Chow and Teicher [2], Jamison et ...

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The distance to strong stability

The distance to strong stability

... In this paper the approximate notion of strong stability is made precise by defining the “distance” of an arbitrary matrix A from the set of all strongly stable matrices of the same dimension. Two methods ...

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Strong Stability and Asymptotical Almost Periodicity of Volterra Equations in Banach Spaces

Strong Stability and Asymptotical Almost Periodicity of Volterra Equations in Banach Spaces

... which is actually a classical solution if x ∈ DA. In the present paper, we investigate strong stability and asymptotical almost periodicity of the solutions. For more information and related topics about ...

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Strong stability of discrete-time systems

Strong stability of discrete-time systems

... “strong stability” have been defined for autonomous, linear, time- invariant, discrete-time state-space descriptions, which generalize parallel notions defined for continuous-time systems [9], [17], ...of ...

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Strong Stability of a Nonlinear Difference System

Strong Stability of a Nonlinear Difference System

... for strong stability of nonlinear difference system. These stability analysis place very important role in different engineering fields, in particular control ...the strong stability ...

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Strong stability and the Cayley transform

Strong stability and the Cayley transform

... “strongstability for internal autonomous system descriptions has been recently introduced for continuous and discrete-time ...of stability compared to alternative definitions (asymptotic, Lyapunov), ...

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Strong stability of discrete-time systems

Strong stability of discrete-time systems

... Permanent repository link: http://openaccess.city.ac.uk/14863/ Link to published version: http://dx.doi.org/10.1016/j.laa.2011.09.024 Copyright and reuse: City Research Online aims to ma[r] ...

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Stability and boundedness in the numerical solution of initial value problems

Stability and boundedness in the numerical solution of initial value problems

... The theorem settles also an open question related to the properties total-variation-diminishing, strong- stability-preserving, monotonic and (total-variation-)bounded. Under a monotonicity condition on the ...

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BIlinear transformations between discrete- and continuouS- time infinite- dimensional linear systems

BIlinear transformations between discrete- and continuouS- time infinite- dimensional linear systems

... example, strong stability, infinite-time admissibility of the control and obser- vation operators and approximate controllability and observability are all ...exponential stability (stabilizability) ...

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Strong forms of stability from flag algebra calculations

Strong forms of stability from flag algebra calculations

... perfect stability, we chose the inducibility function for the paw graph, see Theorem ...classical stability and the exact result were not ...perfect stability for the inducibility problem for the paw ...

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Stability and convergence of a new composite implicit iterative sequence in Banach spaces

Stability and convergence of a new composite implicit iterative sequence in Banach spaces

... study stability and strong convergence of asymptotically pseudocontractive mappings by using a new composite implicit iteration process in an arbitrary real Banach ...

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Strong convergence and stability of Kirk-multistep-type iterative schemes for contractive-type operators

Strong convergence and stability of Kirk-multistep-type iterative schemes for contractive-type operators

... In this paper, we introduce Kirk-multistep and Kirk-multistep-SP iterative schemes and prove their strong convergences and stabilities for contractive-type operators in normed linear spaces. By taking numerical ...

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Plasmatic microRNA as Potential Biomarkers of Multiple Sclerosis: Literature Review

Plasmatic microRNA as Potential Biomarkers of Multiple Sclerosis: Literature Review

... Despite knowledge of over 100 kinds of miRNA [22, 23] involved in regulating gene ex- pression in immune system cells, analyses to-date have not yielded a marker with high enough spec- ificity and sensitivity to be of ...

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Measuring postural stability with an inertial sensor: validity and sensitivity

Measuring postural stability with an inertial sensor: validity and sensitivity

... New to this study is the validation of an inertial sensor with forceplate-derived measures and kinematic motion. Although accelerometers have been already validated, validation to for- ceplate and rigid-body motion is ...

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Family Stability Variables And Younger Adult Learners’ Study Habits In Nigeria Higher Institutions

Family Stability Variables And Younger Adult Learners’ Study Habits In Nigeria Higher Institutions

... Family stability variables are described by closely knitted, solidified by love, understanding, respect for each other and socialisation (Edward & Ederigbe, ...

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(1173) Anchises - thermophysical and dynamical studies of a dynamically unstable Jovian Trojan

(1173) Anchises - thermophysical and dynamical studies of a dynamically unstable Jovian Trojan

... Unlike the aforementioned Neptunian Trojans, the dynamical stability of Anchises was not found to vary as a function of the object’s initial orbital elements. This is almost certainly the result of the great ...

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Existence stability theorems for strong vector set valued equilibrium problems in reflexive Banach spaces

Existence stability theorems for strong vector set valued equilibrium problems in reflexive Banach spaces

... and stability theorems for strong vector set-valued equilibrium problems in reflexive Banach ...for strong vector set-valued equilibrium problems. Furthermore, stability results are established ...

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Global existence and exponential stability for the strong solutions in \(H^{2}\) to the 3-D chemotaxis model

Global existence and exponential stability for the strong solutions in \(H^{2}\) to the 3-D chemotaxis model

... unique strong solution to the initial boundary value problem for the 3-D chemotaxis model on a bounded domain with slip boundary condition when the initial perturbation is small in H 2 ...the strong ...

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