Sobolev, an aspect of
Functional Analysis has since the middle of nineteenth century been very useful
in many areas of pure mathematics such as Ordinary Differential Equation,
Numerical Analysis etc. and now developed into what is known as Sobolev Space.
Due to its growing relevance in analytical mathematics, this review paper
becomes important in that it displays exciting theoretic definitions and
results in the Sobolev Space with impressive details on the Real Index,
integration by part, special inequalities and the Embedding Theorem, while
towards the end of the work was conclusion in the form of a mathematical
remark.
Please read full article - http://globalpresshub.com/index.php/AJPAM/article/view/801
Please read full article - http://globalpresshub.com/index.php/AJPAM/article/view/801
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