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Using the structural metric, the structural derivative approach was derived as a significant extension of the global fractional calculus and the local fractional derivative approaches to tackle the perplexing modeling problems.
Kristen Gollish, a member of the 3.2.1 team, says its approach was derived from conversations with Steve Lamping, a team member who is "a huge fan" of the Xavier University basketball team.
This approach was derived from the theory of wax deposition.
In the context of cooperative systems, an IB-DFE approach was derived to separate the quantized received signals from the different base stations (BSs)[25].
Since these POD modes can represent mixed compositions, an approach was derived to separate the modes into chemically unique spectra while retaining their orthogonal and normal properties.
This modelling approach was derived from the "General Lot Sizing and Scheduling Problem (GLSP)" due to Fleischmann and Meyr (1997) and can be regarded as more realistic compared to purely discrete lot-sizing models.
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This approach is derived from sparse based representation methods.
The exact geometry of the actuators is analyzed and an open-loop control approach is derived.
Furthermore, an optimization design approach is derived with an improved cone complementarity linearization algorithm.
The approach is derived through statistical nonlinear regression analysis, utilizing data generated from finite element analysis.
The relation between the contact pressure and the relative approach is derived analytically.
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