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The systematical approach for approximate designing of Cartesian manipulators is described.
Providing acceptable accuracy of the proposed technique is considered as its important advantage against other approximate methods and may be an alternative approach for approximate solving of ODEs.
The INLA approach for approximate fully Bayesian inference on the class of latent Gaussian models provides an attractive and convenient alternative to an inference scheme based on sampling-based methods such as MCMC, and avoids its computational burden.
fastG apF ill allows to identify stoichiometrically inconsistent reactions from filling gaps, by using the scalable approach for approximate cardinality maximization used within fastcore, to compute a maximal set of metabolites in U that are involved in reactions that conserve mass.
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In this paper, we present a novel approach for approximating Hammerstein Volterra delay integral equations (HVDIEs) by applying the universal approximation method through an artificial intelligence utility in a simple way.
A non-deterministic evolutionary approach for approximating the outlines of planar shapes has been developed.
An alternative approach for approximating the breathing mechanism of the crack is introduced.
Under generalized differentiability Mosleh et al. presented an approach for approximating the fuzzy linear system of differential equations in [6].
We present a new approach for approximating node deletion problems by combining the local ratio and the greedy multicovering algorithms.
This chapter presents a unified approach for approximating the adhesive stresses in a bond line of a one-sided and two-sided tapered doubler within a 1D analysis.
A unified approach for approximating the adhesive stresses in a bond line of a tapered bonded joint or doubler is delineated within the framework of a geometrically nonlinear analysis.
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