Topics In Polynomials Of One And Several Variables And Their Applications: Volume Dedicated To The Memory Of P L Chebyshev (1821 - 1894)
eBook - PDF

Topics In Polynomials Of One And Several Variables And Their Applications: Volume Dedicated To The Memory Of P L Chebyshev (1821 - 1894)

Volume Dedicated to the Memory of P L Chebyshev (1821 – 1894)

  1. 648 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Topics In Polynomials Of One And Several Variables And Their Applications: Volume Dedicated To The Memory Of P L Chebyshev (1821 - 1894)

Volume Dedicated to the Memory of P L Chebyshev (1821 – 1894)

About this book

This volume presents an account of some of the most important work that has been done on various research problems in the theory of polynomials of one and several variables and their applications. It is dedicated to P L Chebyshev, a leading Russian mathematician.

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Yes, you can access Topics In Polynomials Of One And Several Variables And Their Applications: Volume Dedicated To The Memory Of P L Chebyshev (1821 - 1894) by Themistocles M Rassias, A Yanushauskas, Hari M Srivastava in PDF and/or ePUB format, as well as other popular books in Physical Sciences & Mathematical & Computational Physics. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. CONTENTS
  2. PREFACE
  3. ON THE CHARACTERIZATION OF CHEBYSHEV SYSTEMS AND ON CONDITIONS OF THEIR EXTENSION
  4. CHARACTERIZATIONS FOR THE EXISTENCE OF A SOLUTION TO THE MOMENT PROBLEM ON A FINITE NUMBER OF INTERVALS
  5. SOME RESULTS ON COMPOSITIONS OF ALGEBRA-VALUED ABSTRACT POLYNOMIALS*
  6. DISCONTINUOUS ALTERNATION FROM A SINGULARITY
  7. SOME INEQUALITIES FOR POLYNOMIALS
  8. RATE OF CONVERGENCE OF LINEAR MEAN SUBSEQUENCIES OF FOURIER SUMS
  9. ON MARKOV AND SOBOLEV TYPE INEQUALITIES ONSETS IN 1"
  10. APPLICATION OF CHEBYSHEV POLYNOMIALS TO ANTENNA DESIGN*
  11. A SET OF RESEARCH PROBLEMS IN APPROXIMATION THEORY
  12. ON LAGRANGE POLYNOMIAL QUASI-INTERPOLATION
  13. THE CONVEXITY OF CHEBYSHEV SETS IN HILBERT SPACE
  14. TRIGONOMETRIC SYMMETRIES:FOUR-DIMENSIONAL IDENTITIES OF MODIFIED CHEBYSHEV POLYNOMIALS
  15. ON THE COMPLETENESS OF ORTHOGONAL POLYNOMIALS IN LEFT-DEFINITE SOBOLEV SPACES
  16. INEQUALITIES FOR POLYNOMIALS AND TRIGONOMETRIC POLYNOMIALS RELATED TO THE BERNSTEIN INEQUALITY
  17. MISCELLANEOUS PROBLEMS SOLVED IN TERMS OF CHEBYSHEV'S ORTHOGONAL POLYNOMIALS OF THE FIRST AND THE SECOND KIND
  18. A NEW METHOD FOR GENERATING INFINITE SETS OF RELATED SEQUENCES OF ORTHOGONAL POLYNOMIALS, STARTING FROM FIRST-ORDERINITIAL-VALUE PROBLEMS
  19. SOME REMARKS FOR THE METHODS TO FIND ALL THE ZEROS OF A POLYNOMIAL SIMULTANEOUSLY
  20. INTERPOLATORY PROPERTIES OFCHEBYSHEV POLYNOMIALS
  21. ORTHOGONAL POLYNOMIALS ON n-SPHERES: GEGENBAUER, JACOBI AND HEUN
  22. RATIONAL APPROXIMATIONS:A TAU METHOD APPROACH
  23. ON THE RATIONAL CHEBYSHEV APPROXIMANTS TO A REAL-VALUED FUNCTION WITH AN UNBOUNDED NUMBER OF THE POLES
  24. ORTHOGONAL POLYNOMIALS AND ORDINARY DIFFERENTIAL EQUATIONS
  25. THEORY AND APPLICATIONS OF DICKSON POLYNOMIALS
  26. SOME BILINEAR FORMULAS AND INTEGRAL EQUATIONS FOR CHEBYSHEV POLYNOMIALS
  27. ON SOME TURAN'S EXTREMAL PROBLEMS FOR ALGEBRAIC POLYNOMIALS*
  28. EXTREMAL PROBLEMS FOR POLYNOMIALS AND THEIR COEFFICIENTS*
  29. AN APPLICATION OF THE CHEBYSHEV INTEGRAL INEQUALITY
  30. SOME RECENT ADVANCES IN THE THEORY OF THE ZEROS AND CRITICAL POINTS OF A POLYNOMIAL
  31. ARTIFICIAL INTELLIGENCE TODAY - Gian-Carlo Rota
  32. THE WORK OF CHEBYSHEV ON ORTHOGONAL POLYNOMIALS
  33. MATCHING POLYNOMIALS AND HOLOGRAPHIC NEURAL NETWORKS
  34. A CERTAIN FAMILY OF GENERATING FUNCTIONS FOR CLASSICAL ORTHOGONAL POLYNOMIALS
  35. A CLASS OF WEIGHT FUNCTIONS THAT ADMIT CHEBYSHEV QUADRATURE
  36. ON SOME APPLICATIONS OF POLYNOMIALS IN THE THEORY OF INTEGRAL TRANSFORMS
  37. MEAN NUMBER OF REAL ZEROS OF A RANDOM TRIGONOMETRIC POLYNOMIAL. II
  38. ORTHOGONAL POLYNOMIALS OF MANY VARIABLES AND DEGENERATED ELLIPTIC EQUATIONS
  39. LINEAR STATIONARY SECOND-DEGREE METHODS FOR THE SOLUTION OF LARGE LINEAR SYSTEMS*
  40. A THEOREM ON ALGEBRA-VALUED PSEUDO POLAR-DERIVATIVES