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Perfection consists in the rich variety of a manifold on the one hand and its unity on the other but also in a third element, namely the "complete agreement" of what a thing is "with what it ought to be, or of the real with the ideal" ("Vollkommenheit" ("Perfection") in Allgemeine Theorie der schönen Künste, volume IV, pp. 688 9, at p. 688).
The rationale for this division are manifold, on the one hand the graph theoretical and perfusion specific characterisation of subcortical regions is a novelty of this study, on the other hand it stands to reason that vasculature and connectivity systematically differ between cortical and subcortical regions and thus should be considered separately.
An appeals committee yesterday unanimously overturned the $10,000 fine levied against a crew chief for Kyle Busch after a Busch Series race in Kansas.The crew chief, Michael Bumgarner, was fined after Busch's win at Kansas Speedway last month because Nascar said the intake manifold on the Chevrolet did not conform to its standards.
In addition, the thin cylinders from each class are ε-periodically alternated along some manifold on the boundary of the junction's body.
To investigate the relationship between the module design and performance, a novel CFD model was developed to analyze numerically the effect of inlet manifold on the energy consumption and flow distribution for the module.
A thick junction of type (k:p d) is a union of some domain in (mathbb{R}^{n}) (called the junction's body) and a large number of thin domains, which are ε-periodically attached to some manifold on the boundary of the junction's body.
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First, the block control approach is used to derive a nonlinear sliding manifold, on which the mechanical dynamics are linearized.
The impact of the gaps between blanket modules and of the manifolds on the nuclear parameters has been evaluated as well as the effect on vacuum vessel reweldability.
In this paper we have studied the geometry effects of two intake manifolds on the in-cylinder flows by two methods, numerically and experimentally.
Notice that the only manifolds on the list supplied by Theorem 5.2 that are both simply connected and complete are those appearing in (ii).
be a ring domain in and let be an -dimensional Riemannian manifold on with the metric (5.54).
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