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Thus the present paper considers the formulation and solution to a time-fractional KdV equation as the index of the nonlinear term satisfies p > 0, p ≠ 1. D t α 0 R denotes the Riesz fractional derivative.
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(For comparison, consider the formulation "abortions are a necessary evil").
We consider the formulation as a nonlinear programming problem subject to differential algebraic constraints.
Consider the formulation in (12a)–(12c), and let us bound the terms of the form by new variables.
Considering the formulation chosen, PVDF/PEGMA124-b-PS54-b-PEGMA124 solutions are less viscous and more hydrophilic than virgin PVDF solutions.
We consider the formulation of Euler equations of fluid dynamics in a homologously expanding/contracting and/or rotating reference frame.
The cost/revenue analysis was performed considering the formulation from [35] and assuming values for the goodput under the PLR ≤1% performance target.
Now, consider the formulation of the RO model as follows: hbox{min},sigma,left( {x,y_{ 1}, ldots,y_{s} } right) + omega rho,left( {z_{ 1}, ldots,z_{s} } right), (9)s.t.t
We consider the formulation and analysis of a problem of automatic control: correcting for the distortion induced in an optical wave front due to propagation through a turbulent atmosphere.
None of the respondents had difficulties in answering the questions, but they had some useful suggestions considering the formulation of questions.
However, considering the formulations investigated, they were not good bonding agents.
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