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Analysis and Applications
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Analysis and Applications

Analysis and Applications

H.P. Dikshit, Pawan K. Jain

294 pages, parution le 22/05/2002

Résumé

Analysis and its applications have been major areas for research in mathematics and allied fields. The fast growing power of computation also made a significant and useful impact on these areas leading to computational analysis and emergence of fields like Bézier-Bernstein methods for computer aided geometric design, constructive approximation and wavelets, or even computational harmonic analysis.

This volume consists of research articles (a few survey articles) by eminent mathematicians projecting trends in computer aided geometric design, constructive and computational approximation, summability theory, optimal control, and theory and applications of function spaces and wavelets.

Postgraduates, research students and professionals working or intend to work in areas of analysis and its applications will find this book to be quite useful.

Contents

  1. On difference sequence spaces
  2. Some function space inequalities and their application to oscillation and stability problems in differential equations
  3. An estimate of the rate of convergence of Fourier series in the generalized holder metric
  4. Interpolation on nonuniformly distributed points in the complex plane
  5. A two dimensional knopp inequality with weights
  6. Dual algebra techniques and the invariant subspace problem
  7. Homogenization of some low cost control problem
  8. Odd-degree deficient splines
  9. Strong matrix domains, matrix transformations between them and the Hausdorff measure of noncompactness
  10. On construction of partially balanced part n-Ary block designs
  11. On the total variation of Bernstein polynomials
  12. Strong unicity in simultaneous approximation
  13. The wavelet transform in Fourier space
  14. Extended Tauberian theorems
  15. The uncertainty principle on Riemannian manifolds
  16. The exponentialfunction on the banach algebra of conservative matrices
  17. On linear-topological properties of convex families of normal matrix methods

Caractéristiques techniques

  PAPIER
Éditeur(s) Narosa Publishing House
Auteur(s) H.P. Dikshit, Pawan K. Jain
Parution 22/05/2002
Nb. de pages 294
Format 15,5 x 23,5
Couverture Relié
Poids 573g
Intérieur Noir et Blanc
EAN13 9788173194702

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