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A non-linear interpolation function was developed, for application between longitudinal and transverse design recommendations, that adequately predicts skewed connection behaviour over a wide range of geometric connection configurations.
The purpose of this section is to briefly recall some aspects of this geometric connection in order to provide a context for a general conjecture about Zariski-dense subgroups.
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In this way, we can increase the cardinality of the video collections with known geometric connections.
The combined effects of material, geometric and connection behavior nonlinearity sources have been implemented in a general nonlinear static purpose computer program.
In particular we describe the geometric structure of connections found both in neurophysiological and psychophysical experiments, modeling both co-axial and trans-axial excitatory connections.
The influences of crucial geometric parameters on connections behaviour under cyclic reversal loads are also investigated.
The class k - UCV was introduced by Kanas and Wiśniowska in [10], where its geometric definition and connections with the conic domains were considered.
I based my research on patterns, geometric structures, and connections between human made structures, and more "natural" structures that can be found in the universe.
Table 9 LSBCI and Components (raw): pairwise correlations in 2013 Component LSBCI 1 (number of transshipments) −0.7878 2 (common connections) 0.9438 3 (geometric average of each country's connections) 0.9150 4 (carriers) 0.6049 5 (largest ship size) 0.7939 Source: Authors Calculations.
For instance the coefficient of correlation between component 2 (number of common direct connections) and component 3 (geometric mean of direct connections) is close to 0.9 over the whole period of investigation.
A complete list of connections with geometric details which are used for FE analysis to study the connection parameter and property effects on prying action is provided in Table 1.
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