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RATIONAL FUNCTIONS AND QUADRATURE FORMULAE

  • Olav Njåstad and W.J. Thron
Published/Copyright: December 1, 1988
Analysis
From the journal Analysis Volume 8 Issue 3-4

Published Online: 1988-12
Published in Print: 1988-12

© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München

Articles in the same Issue

  1. INFORMATION MEASURES ON THE OPEN DOMAIN
  2. BESOV SPACES ON SUBMANIFOLDS OF ℝn
  3. NON-TRIVIAL ENTIRE SOLUTIONS OF THE FUNCTIONAL EQUATION f(λ) + f (ωλ)f(ω -1λ) = 1, ω5 = 1
  4. ON THE TOTAL NUMBER OF BRANCH POINTS OF QUASI-MINIMAL SURFACES BOUNDED BY A POLYGON
  5. Boolean Sums of Operators and Projection Constants
  6. d'd" ET d"-COHOMOLOGIES D’UNE VARIETE COMPACTE PRIVEE D’UN POINT. APPLICATION A L’INTEGRATION SUR LES CYCLES. II
  7. MATRIX TRANSFORMATIONS IN CERTAIN SPACES OF STRONGLY CESARO SUMMABLE AND BOUNDED SEQUENCES
  8. RATIONAL FUNCTIONS AND QUADRATURE FORMULAE
  9. ITERATIVE SOLUTIONS OF QUADRATIC ALGEBRAIC AND DIFFERENTIAL OPERATOR PROBLEMS
  10. TOEPLITZ BASES IN MATRIX FIELDS
  11. ΝΌΤΕ ON THE CONNECTION BETWEEN TWO TYPES OF MAXIMAL FUNCTIONS
  12. AN EXTENSION OF THE BATYREV THEOREM
  13. Author Index of Volume 8
  14. Instructions for Authors
https://doi.org/10.1524/anly.1988.8.34.347

Articles in the same Issue

  1. INFORMATION MEASURES ON THE OPEN DOMAIN
  2. BESOV SPACES ON SUBMANIFOLDS OF ℝn
  3. NON-TRIVIAL ENTIRE SOLUTIONS OF THE FUNCTIONAL EQUATION f(λ) + f (ωλ)f(ω -1λ) = 1, ω5 = 1
  4. ON THE TOTAL NUMBER OF BRANCH POINTS OF QUASI-MINIMAL SURFACES BOUNDED BY A POLYGON
  5. Boolean Sums of Operators and Projection Constants
  6. d'd" ET d"-COHOMOLOGIES D’UNE VARIETE COMPACTE PRIVEE D’UN POINT. APPLICATION A L’INTEGRATION SUR LES CYCLES. II
  7. MATRIX TRANSFORMATIONS IN CERTAIN SPACES OF STRONGLY CESARO SUMMABLE AND BOUNDED SEQUENCES
  8. RATIONAL FUNCTIONS AND QUADRATURE FORMULAE
  9. ITERATIVE SOLUTIONS OF QUADRATIC ALGEBRAIC AND DIFFERENTIAL OPERATOR PROBLEMS
  10. TOEPLITZ BASES IN MATRIX FIELDS
  11. ΝΌΤΕ ON THE CONNECTION BETWEEN TWO TYPES OF MAXIMAL FUNCTIONS
  12. AN EXTENSION OF THE BATYREV THEOREM
  13. Author Index of Volume 8
  14. Instructions for Authors
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