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While discriminative training may also improve on ML in other ways, this is a fairly indirect method for temporal dynamics.
A method for temporal integration of the Navier Stokes equations written in cylindrical coordinates is described.
Temporal Check-All-That-Apply (TCATA) has been recently introduced as a method for temporal sensory product characterization.
We propose a novel temporal efficiency metric, and correspondingly, develop a new temporal robustness evaluation method for temporal network models.
In this paper, we analyze the shortcomings of the temporal integration defined by the box method and propose a new procedure that retains the box method's spatial discretization, but employs the generalized-α method for temporal discretization.
In comparison with other conventional high-order schemes, the current method avoids the Gaussian point integration for numerical fluxes along a cell interface and the multi-stage Runge Kutta method for temporal accuracy.
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Both the global and local eigenvalue methods for temporal stability analysis are discussed.
Numerical methods such as nonlinear solvers based on Newton's method, error estimators for differential equations, and stepsize and order control methods for temporal integration are designed for differentiable problems and may fail when applied to nonsmooth nonlinear problems.
Unsteady initial regimes of Fischer Tropsch synthesis with iron and cobalt catalysts have been investigated for changes in rate and selectivity, applying own-developed methods for temporal resolution of product composition.
The computations of LRSWE with RK4 and RKN methods for temporal discretisation and Lele's compact schemes for spatial discretisation are compared with computations performed with RK4 method for time discretisation and staggered compact scheme (SCS) for spatial discretisation by treating it as a set of three equations as reported in Rajpoot et al. (2012) [1].
It is important that analysts use the most accurate methods for temporal distribution approximation to ensure any resource decisions made on the basis of peak times are reliable.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com