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Apollonius used this relation to deduce fundamental properties of conics.
One used this relation to derive an equation, and then, using a geometric procedure involving acceptable instruments of construction, one obtained points on the curve given by the roots of the equation.
We used this relation in order to estimate the precision of projections from individual injections as well as to model the consistency of the sparse connections.
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Levi and Scimiterna in [4] show that the complex Burgers and the Kundu-Eckhaus equations are related by a Miura transformation, and they use this relation to discretize the Kundu-Eckhaus equation.
Using this relation, similar domes can be designed to have desired stability characteristics.
Essentially we should be able to construct qualitatively, the features of the phase diagram using this relation.
By using this relation, it is possible to predict the degree of surface modification.
By using this relation, we will give the explicit forms of the Green functions.
Using this relation provides specifications in interpretation of the time-of-flight data.
Using this relation, water retention curves where the degrees of saturation are lower than one are obtained.
But it is not possible to use this relation for calculating the Limiting oxygen concentration of a powder.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com