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Fourier Analysis and Approximations Theory have emerged as two important branches of Mathematical Analysis having applications in Scientific Computing, Numerical Analysis, Computer Aided Design, Mathematical Physics, Image and Signal Processing, Solid Modeling and other applied areas of Science and Engineering. Apart from their applications, Fourier Analysis and Approximation Theory have remained at the centre of considerable research activity owing to the importance of topics like Univariate and Multivariate Splines, Pade Approximations, Interpolation Theory, Series Solutions and Nonlinear Approximations which often arise in such areas as Functional Analysis, Harmonic Analysis, Function Theory, Finite and Boundary Element Methods.
This book consists of original researches (a few survey articles) by eminent mathematicians projecting the current trends in areas of Fourier Analysis and Approximation Theory together with applications in various areas.
This book can be used in developing a graduate course that would include some topics in Fourier Analysis and Approximation Theory and more importantly as a reference book for graduate students and researchers in these and related fields, since it contains numerous methods as well as references. The technique developed in some of the articles could really be used in numerical computation constructive aspects of mathematical analysis, and also in identifying areas for further research. ISBN - 9788122411072
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Pages : 408
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