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The main objective of this article is to present, in the framework of complete metric spaces, a best proximity point theorem for a new family of non-self mappings, known as generalized contractions, thereby computing an optimal approximate solution to the equation S x = x, where S is a generalized contraction.
Through the novel use of a linear combination of the low order smoothness indicators already present in the framework of WENO-JS, a new smoothness indicator of higher order is devised and new non-oscillatory weights are built, providing a new WENO scheme (WENO-Z) with less dissipation and higher resolution than the classical WENO.
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This is not presented in the framework of this article.
The study is presented in the framework of established macroeconomic theory of technical change.
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Dissipation mechanisms of Godunov-type schemes are presented in the framework of unified representation.
The design simplifications assumed are presented in the framework of Fracture Mechanics.
In this paper, a similar cure is presented in the framework of pressure-correction methods in variable density flow.
A partial differential equation based reinitialization method is presented in the framework of a localized level set method.
These critical positions have been presented in the framework of newly developed 'skew-curve' coordinate system for systematic representation.
The proposed methods are presented in the framework of the image foresting transform, which naturally leads to efficient and correct graph algorithms.
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