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A Grüss Type Discrete Inequality in Inner Product Spaces and Applications

By Sever S Dragomir

Abstract

A Grüss type inequality in inner product spaces and applications for the discrete Fourier transform, Mellin transform of sequences, polynomials with coefficients in Hilbert spaces and Lipschitzian vector valued mappings are\ud given

Topics: 0102 Applied Mathematics, 0103 Numerical and Computational Mathematics, Research Group in Mathematical Inequalities and Applications (RGMIA), Grüss inequality, inner product spaces, Fourier transform, Mellin transform, Lipschitzian vector valued mappings, polynomials
Publisher: School of Communications and Informatics, Faculty of Engineering and Science, Victoria University of Technology
Year: 1999
OAI identifier: oai:eprints.vu.edu.au:17272

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Citations

  1. A generalization of Gr uss' inequality in inner product spaces and applications,
  2. A Gr uss type integral inequality for mappings of r-H older's type and applications for trapezoid formula,
  3. An inequality of Gr uss' type for Riemann-Stieltjes integral and applications for special means,
  4. D.S. Mitrinovi
  5. Gr uss inequality in inner product spaces,
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  7. Pe cari c, On some inequalities for the moments of guessing mapping,
  8. Some discrete inequalities of Gr uss type and applications in guessing theory,
  9. Some integral inequalities of Gr
  10. Uber das Maximum des absoluten Betrages von 1 ba R
  11. uss' inequality, submitted.

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