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Crack growth resistance is given in the form of the dissipation rate versus crack extension.
The analytic solution is given in the form of integrals by the method of Green's functions.
The grade information on teachers is given in the form of easy-read graphs, going back forever.
The final output is given in the form of specific actions and policies for the irrigated areas.
A proof of the concept is given in the form of a pilot measurement on a real road.
Separation of variables leads to a Sturm Liouville problem with discontinuous coefficients and an exact analytical solution is given in the form of an infinite series expansion.
Prior knowledge is given in the form of manually labelling trajectories that belong to the various objects in one or more frames of the video.
An eigenvalue problem with discontinuous coefficients is solved and an analytical solution is given in the form of an infinite series expansion.
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The design conditions are given in the form of LMI.
The results are given in the form of the annual and monthly maps.
Their evidence was given in the form of written witness statements.
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