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We are motivated by the observation that historically the Fourier transform has been ubiquitously used to spectrally analyze linear wave data; here we develop methods for employing the scattering transform as a tool to similarly analyze nonlinear wave data.
A different method for employing multilevel modeling stems from the societal-level construction of gender, whereas sex is an individual-level biological construct.
The assessment method employs the F-test for statistical analysis.
Also the Nimblegen platform generates these probes using photolithography with masks technology instead of the inkjet method for fabrication employed by the Agilent microarrays.
Genetic methods for functional analyses employ the latest cloning vectors, gene fusion methods and transposon mutagenesis systems, as well as systems for introducing protease-cleavage sequences into permissive sites in proteins under investigation.
In this work, the LAMDA (Learning Algorithm for Multivariate Data Analysis) classification method was employed for the design of the support tool.
The Ritz method is employed for the solution of the energy equations of the plates.
The Newton Raphson method is employed for the solution of the nonlinear equations.
The POD method is employed for the analysis of the chaotic oscillations.
The least-squares method is employed for the solution of the ill-posed inverse problem.
The Lagrangian moving grid method is employed for the simulation of the free surface.
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