Formulaire pour le calcul symbolique

N. W. Mc Lachlan; Pierre Humbert

  • Publisher: Gauthier-Villars, 1950

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Mc Lachlan, N. W., and Humbert, Pierre. Formulaire pour le calcul symbolique. 1950. <http://eudml.org/doc/192630>.

@book{McLachlan1950,
author = {Mc Lachlan, N. W., Humbert, Pierre},
keywords = {Integral equations, integral transforms},
language = {fre},
publisher = {Gauthier-Villars},
title = {Formulaire pour le calcul symbolique},
url = {http://eudml.org/doc/192630},
year = {1950},
}

TY - BOOK
AU - Mc Lachlan, N. W.
AU - Humbert, Pierre
TI - Formulaire pour le calcul symbolique
PY - 1950
PB - Gauthier-Villars
LA - fre
KW - Integral equations, integral transforms
UR - http://eudml.org/doc/192630
ER -

References

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  1. 1. CAMPBELL ( G. A.) et FOSTER ( R. M.). _ Fourier integrais for practical applications (Bell System Technical Journal, America, Monograph B. 584, 1930). Zbl0003.00604JFM57.0672.04
  2. 2. COPSON ( E. T.). _ Operational calculus and evaluation of Kapteyn integrals (Proc. London Math. Soc., t. 33, 1930, p. 145). Zbl0003.15903
  3. 3. DHAR ( S. C.). _ Operational representation of confluent hypergeometric function (Phil. Mag., t. 21, 1936, p. 1082). Zbl0014.26404JFM62.1244.02
  4. 4. DHAR ( S. C.). _ Operational representation of M- functions of confluent hypergeometric type (Phil. Mag., t. 25, 1938, p. 416). Zbl0018.15002JFM64.0340.01
  5. 5. GOLDSTEIN ( S.). _ Operational representation of confluent hypergeometric and parabolic cylinder functions (Proc. London Math. Soc, t. 34, 1931, p. 103). Zbl0005.06002JFM58.0389.05
  6. 6. HOWELL ( W. T.). _ Products of Laguerre polynomials (Phil. Mag., t. 24, 1937, p. 396). Zbl0018.01804JFM63.0334.01
  7. 7. HOWELL ( W. T.). _ Operational representation of products of parabolic cylinder functions and Laguerre polynomials (Phil. Mag., t. 24, 1937, p. 1082). Zbl0017.39603
  8. 8. HOWELL ( W. T.). _ Functions self reciprocal in the Hankel transform (Phil. Mag., t. 25, 1938, p. 622). Zbl0018.25504JFM64.0346.01
  9. 9. HUMBERT ( P.). _ Les fonctions hypergéométriques et le calcul symbolique (Ann. Soc. Sc. Bruxelles, série A, t. 53, 1933, p. 103). Zbl59.1052.07JFM59.1052.07
  10. 10. HUMBERT ( P.). _ Le Calcul symbolique (Hermann, Paris, 1934). 
  11. 11. HUMBERT ( P.). _ Sur les intégrales de Fresnel (Mathematica, t. 10, 1934, p. 32). JFM61.1174.03
  12. 12. HUMBERT ( P.). _ Nouvelles remarques sur les fonctions de Bessel du troisième ordre (Acta Pont. Accad. Sc. Nuovi Lincei, t. 87, 1934, p. 323). Zbl0009.11503JFM60.1049.04
  13. 13. HUMBERT ( P.). _ Sur le logarithme intégral (69e Congrès des Sociétés Savantes, Paris, 1935). JFM62.1243.02
  14. 14. HUMBERT ( P.). _ New operational representations (Proc. Edin. Math. Soc, t. 4, 1935, p. 232). Zbl0014.21302JFM62.0481.02
  15. 15. HUMBERT ( P.). _ Le Calcul symbolique à deux variables (Ann. Soc. Sc. Bruxelles, série A, t. 56, 1936, p. 26). JFM62.0481.03
  16. 16. HUMBERT ( P.). _ Bessel functions products (Phil. Mag., t. 24, 1937, p. 888). Zbl0017.30402JFM63.0995.01
  17. 17. HUMBERT ( P.). _ Formules nouvelles pour le calcul symbolique (Bull. Soc. Math. France, t. 65, 1937, p. 119). Zbl63.0391.03MR1505075JFM63.0391.03
  18. 18. HUMBERT ( P.). _ Une formule de calcul symbolique (72e Congrès des Sociétés Savantes, Nice, 1938). JFM64.1110.02
  19. 19. LOWRY ( H. V.). _ Operational calculus (Phil. Mag., t. 13, 1932, p. 1033). Zbl0004.24802JFM58.0433.02
  20. 20. LOWRY ( H. V.). _ Operational calculus (Phil. Mag., t. 13, 1932, p. 1144) Zbl0004.34505JFM58.0433.02
  21. 21. Mc LACHLAN et MEYERS. _ Operational forms for Bessei and Struve functions (Phil. Mag., t. 23, 1937, p. 918). Zbl0016.35701JFM63.0993.01
  22. 22. Mc LACHLAN ( N. W.). _ Fourier expansions obtained operationally (Phil. Mag., t. 24, 1937, p. 1055). Zbl0018.12101JFM63.0951.02
  23. 23. Mc LACHLAN ( N. W.). _ Operational Systems (Phil. Mag., t. 25, 1938, p. 259). Zbl0018.36301JFM64.0402.01
  24. 24. Mc LACHLAN ( N. W.). _ Operational forms and contour intégrais for Bessei functions with argument a√t2 - b2 (Phil. Mag., t. 26, 1938, p. 394). Zbl0019.25601JFM64.0349.03
  25. 25. Mc LACHLAN ( N. W.). _ Operational forau and contour integrals for Struve and other functions (Phil. Mag., t. 26, 1938, p. 457). Zbl0019.34303JFM64.0349.04
  26. 26. Mc LACHLAN ( N. W.). _ Operational form of f(t) for a finite interval, with application to impulses (Phil. Mag., t. 26, 1938, p. 695). Zbl0020.02605JFM64.0404.03
  27. 27. Mc LACHLAN ( N. W.). _ Complex variable and operational calculus with technical applications, Cambridge, 1939. Zbl0021.22901
  28. 28. MITRA ( S. C.) . _ Operational representations of Dn(t) and D2-n-1 (it)- D2-n-1 (-it) (Proc. Edin. Math. Soc., t. 4, 1933, p. 33). Zbl0008.39302JFM60.0351.01
  29. 29. NIESSEN ( K. F.). _ Operational calculus (Phil. Mag., t. 20, 1935, p. 977). Zbl0013.06101JFM61.1210.02
  30. 30. VAN DER POL ( B.). _ Operational solution of linear differential equations (Phil. Mag., t. 8, 1929, p. 861). JFM55.0255.04
  31. 31. VAN DER POL ( B.) et NIESSEN ( K. F.). _ Operational calculus (Phil. Mag., t. 13, 1932, p. 537). Zbl0004.10701JFM58.0435.01
  32. 32. VARMA ( R. S.). _ Operational representation of parabolic cylinder function (Phil. Mag., t. 22, 1936, p. 29). Zbl0016.39804JFM62.1245.01
  33. 33. VARMA ( R. S.). _ Operational representation of parabolic cylinder function (Phil. Mag. t. 23, 1937, p. 926). Zbl0017.01303JFM63.1013.02
  34. 34. VARMA ( R. S.). _ Sur les fonctions de Bessel du troisième ordre (J. Ec. Polyt., 1939). Zbl0020.21903JFM65.0292.04

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