On the Analytic Review of Some Contraction and Extension Results in the Hilbert Space with Applications in the Solution of Some Elasticity Problems
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Abstract
This research reviews the analysis of contraction and extension maps in the Hilbert space through the spectral theory approach. Some very important results were discussed and illustrated fully the aid of which analytical works on contraction and extension was fully utilized in the applied mathematics of elasticity theory of various deformation problems as seen in section three of this work.
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