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These results are of theoretical interest, but also of practical significance to anyone attempting to estimate parameters for this large class of cancer models.
For this large class of models, it is shown how to derive the rate of coalescence, as well as the likelihood of a gene genealogy with heterochronous sampling and labeled taxa, and how to simulate a coalescent tree conditional on a complex demographic history.
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We first established the precise blow-up rate and then determine the blow-up set of blow-up strong solutions to this equation for a large class of initial data.
In this paper, it is shown that for a large class of systems this condition can be made computable by the use of LMI techniques, leading to a constructive design method of nonlinear UIOs.
The main results of this paper hold for a large class of symmetric Markov processes, as are illustrated in the last section of this paper.
In this article, a new control design is proposed for the stabilization problem for large class of nonaffine nonlinear systems using time-scale separation and a key result from singular perturbation theory.
In this paper, fault diagnosis for a large class of nonlinear systems is developed: nonlinear systems are supposed to be represented via a multiple model approach based on a convex combination of linear time invariant (LTI) models.
There exists a tool in COPASI which can do this in an automated way for a large class of models.
This paper investigates observer design problem for a large class of nonlinear singular systems with multiple outputs.
In this paper, we prove the same result for a large class of nonsmooth planar domains.
In this paper, we propose some stabilization criteria for a large class of fractional-order nonautonomous systems, for which quadratic Lyapunov functions are always valid.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com