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Recursive approach for computing a probability density function of stress fields is described in (Hori and Kubo 1998).
This second layer combines road geometry, motorcycle dynamics, and rider style in a holistic approach for computing a safe reference maneuver and for detecting potential dangers in the curve negotiation.
This study presents a genetic algorithm (GA -based approach for computinGA -basedwise polynomiapproachsentation oforuncomputingith the focus being on piecewise linear apiecewiseion in an apolynomial of biomedical spectrepresentation
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An approach for computing an approximation to point mappings of multi-dimensional non-linear autonomous systems is presented.
In future work, it could also be interesting to try and generalize non-cluster-based approaches for computing a consensus of phylogenetic trees as described in [ 18] (e.g. by recoding the MUL-trees in some way).
Hence, an approach for computing the DFCRCs is composed of a combination of a flood prediction model and a storage routing method.
This paper introduces a novel approach for rapidly computing a very large number of geodesics on a smooth surface.
In this paper we present a new approach for computing elastic spring-back based on a strictly three-dimensional, high order, solid, finite element formulation for curved, thin-walled structures allowing for an anisotropic discretization.
This paper presents an approach for computing the response of such systems in a very efficient manner.
QCA proposed by Lent et al. is an emerging technology that offers an innovative approach for computing at nano-scale by monitoring the position of a single electron.
We present an approach for computing extensions of velocities or other fields in level set methods by solving a biharmonic equation.
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