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The governing equations of the present problem are (1).
These prove to be ways out of the present problem of theoretical terms.
This is to prove the dual nature of the present problem.
Numerical examples will be given to demonstrate the validity and applicability of the present problem statement.
The relevance of the present problem in analyzing animal migration, which is an ecologically important problem, is also briefly discussed.
The exact solution of the present problem is, F 1 ( t ) = sin ( t ) and F 2 ( t ) = e t.
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The Mori–Tanaka approach is extended to formulate the method of solution for the present problem.
The method offers a computationally feasible solution for the present problems of the field (Introduction).
The propose geometry of the presented problem of plane wave scattering from nihility sphere coated with DPS, DNG, MNG or ENG material is depicted in Fig. 1.
If the therapist is not sure of the causes of the presenting problem, homework assignments may help differentiate among different possibilities.
Because of the multivariate nature of the presented problem, it is impossible to make technological conclusions based only on formulae or diagrams.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com