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Configurational analysis supports this theoretical perspective.
Building from complexity theory, a configurational analysis includes the propositions that complex multiple recipes lead to the same outcome (equifinality tenet) whereby variables (ingredients) found to associate causally in one configuration may be absent in another recipe or even inversely related in a third recipe associated with this same outcome.
This may be overcompensating for the one-sidedness of the 'directional' interpretation, but there is no doubt that configurational analysis does play an essential role.
Hintikka and Remes distinguish between directional and configurational analysis, corresponding, respectively, to the regressive and decompositional conceptions outlined in the main document (§1.1), and argue that the latter is of far greater importance than the former.
The reason for this could be a conformational averaging around the dihedral C4′-C5′, which nevertheless does not change the conclusion that conformer 11 was determined as the main conformation, because only dihedrals of C3′-C4′, C2′-C3′ and C2′-N define the conformation for the configurational analysis of C2′ and C3′.
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We performed cube-counting fractal dimension (Dcc) and lacunarity analyses of 3D porous networks of model sands and configurational entropy analysis of 2D cross sections of model sands using random packing simulations and nuclear magnetic resonance (NMR) micro-imaging.
Drawing on a novel combination of configurational and econometric analysis, we analyse 384 Swiss firms and identify five co-existing innovation systems: two generic innovation systems, the autarkic and the knowledge-internalisation; one regional innovation system, the protected hierarchy; and two sectoral innovation systems, the public sciences and the organised learning.
Additionally, NOE peaks that are relevant in the configurational and conformational analysis have been integrated (Table S4, Electronic supplementary material).
The aim of this paper is to bridge shape sensitivity analysis and configurational mechanics by means of a widespread use of the shape derivative concept.
Furthermore, analysis of configurational volume [see Methods] strongly suggests that TTSs are on average more rigid than normal DNA.
In this paper we apply Jep, combined with an analysis of the configurational force distribution, for the investigation of fatigue crack growth retardation after a single tensile overload.
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