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Showing below up to 50 results in range #151 to #200.

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  1. Book:Arthur Erdélyi/Higher Transcendental Functions Volume II
  2. Book:Arthur Erdélyi/Higher Transcendental Functions Volume III
  3. Book:Bernard Dwork/Generalized hypergeometric functions
  4. Book:Charalambos Charalambides/Discrete q-Distributions
  5. Book:Earl David Rainville/Special Functions
  6. Book:Edmund Taylor Whittaker/A course of modern analysis/Third edition
  7. Book:Edward Charles Titchmarsh/The Zeta-Function of Riemann
  8. Book:Elena Deza/Figurate Numbers
  9. Book:F.E. Relton/Applied Bessel Functions
  10. Book:G.H. Hardy/The General Theory Of Dirichlet's Series
  11. Book:Gabor Szegő/Orthogonal Polynomials/Fourth Edition
  12. Book:George E. Andrews/Special Functions
  13. Book:George Eyre Andrews/Number Theory
  14. Book:Harris Hancock/Lectures on the theory of elliptic functions
  15. Book:Ian N. Sneddon/Special Functions of Mathematical Physics and Chemistry
  16. Book:Ioannis Dimitrios Avgoustis/Definite Integration using the Generalized Hypergeometric Functions
  17. Book:Johan Thim/Continuous Nowhere Differentiable Functions
  18. Book:Johann Heinrich Graf/Einleitung in die Theorie der Gammafunktion und der Euler'schen Integrale
  19. Book:Larry C. Andrews/Special Functions of Mathematics for Engineers
  20. Book:Leonard Lewin/Dilogarithms and Associated Functions
  21. Book:Leonard Lewin/Polylogarithms and Associated Functions/Second Edition
  22. Book:Leonard Lewin/Structural Properties of Polylogarithms
  23. Book:Michael Wilensky/Ueber Besselsche Funktionen
  24. Book:Milton Abramowitz/Handbook of mathematical functions
  25. Book:Nicholas Higham/Functions of Matrices: Theory and Computation
  26. Book:Norman L. Johnson/Continuous Univariate Distributions Volume 2/Second Edition
  27. Book:Richard Beals/Special functions, a graduate text
  28. Book:Richard Dedekind/Essays on the Theory of Numbers
  29. Book:Roelof Koekoek/Hypergeometric Orthogonal Polynomials and Their q-Analogues
  30. Book:Sir Thomas L. Heath/Euclid: The Thirteen Books of The Elements: Volume 2/Second Edition
  31. Book:T.S. Chihara/An Introduction to Orthogonal Polynomials
  32. Book:Thomas Ernst/A Comprehensive Treatment of q-Calculus
  33. Book:Victor Kac/Quantum Calculus
  34. Book:W.N. Bailey/Generalized Hypergeometric Series
  35. Book:W.W. Bell/Special Functions for Scientists and Engineers
  36. Book:Wilhelm Magnus/Formulas and Theorems for the Special Functions of Mathematical Physics/Third Edition
  37. Book:Yudell L. Luke/The Special Functions And Their Approximations, Volume I
  38. Boole polynomials
  39. Brun's constant
  40. Buchstab function
  41. Böhmer C
  42. Böhmer S
  43. C(a-(c-b)z)2F1-ac(1-z)2F1(a+1)+(c-a)(c-b)z2F1(c+1)=0
  44. C n^(lambda)'(x)=2lambda C (n+1)^(lambda+1)(x)
  45. Cahen's constant
  46. Catalan's constant
  47. Catalan's constant using Dirichlet beta
  48. Catalan's constant using Hurwitz zeta
  49. Catalan's constant using Legendre chi
  50. Catalan's identity

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