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init.m

zmy
Aug 2nd, 2011
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  1. BeginPackage["Rubi`"];
  2.  
  3. Int::usage="Int[f[x],x] returns the integral";
  4.  
  5. Begin["`Private`"];
  6.  
  7. SetDirectory[NotebookDirectory[]];
  8.  
  9. Get["original\\RationalFunctions\\RationalFunctionsOfLinears.m"];
  10. Get["original\\RationalFunctions\\RationalFunctionsOfBinomials.m"];
  11. Get["original\\RationalFunctions\\RationalFunctionsOfTrinomials.m"];
  12.  
  13. Get["original\\AlgebraicFunctions\\AlgebraicFunctionsOfLinears.m"];
  14. Get["original\\AlgebraicFunctions\\AlgebraicFunctionsOfBinomials.m"];
  15. Get["original\\AlgebraicFunctions\\AlgebraicFunctionsOfTrinomials.m"];
  16.  
  17. Get["original\\ExponentialFunctions\\ExponentialFunctions.m"];
  18. Get["original\\ExponentialFunctions\\ProductsOfExponentialAndTrigFunctions.m"];
  19. Get["original\\ExponentialFunctions\\ProductsOfExponentialAndHyperbolicFunctions.m"];
  20. Get["original\\ExponentialFunctions\\LogarithmFunctions.m"];
  21.  
  22. Get["original\\TrigFunctions\\SineFunctions.m"];
  23. Get["original\\TrigFunctions\\TangentFunctions.m"];
  24. Get["original\\TrigFunctions\\SecantFunctions.m"];
  25. Get["original\\TrigFunctions\\(sin^j)^m (a+a sin^k)^n.m"];
  26. Get["original\\TrigFunctions\\(sin^j)^m (a+b sin^k)^n.m"];
  27. Get["original\\TrigFunctions\\(sin^j)^m (A+B sin^k) (a+a sin^k)^n.m"];
  28. Get["original\\TrigFunctions\\(sin^j)^m (A+B sin^k) (a+b sin^k)^n.m"];
  29. Get["original\\TrigFunctions\\(sin^j)^m (A+B sin^k+C sin^(2k)) (a+a sin^k)^n.m"];
  30. Get["original\\TrigFunctions\\(sin^j)^m (A+B sin^k+C sin^(2k)) (a+b sin^k)^n.m"];
  31. (*Get["original\\TrigFunctions\\DomainMapOfIntegrationRules.m"];*)
  32. Get["original\\TrigFunctions\\RationalFunctionsOfSinesAndCosines.m"];
  33. Get["original\\TrigFunctions\\TwoTrigFunctions.m"];
  34. Get["original\\TrigFunctions\\TrigNormalization.m"];
  35. Get["original\\TrigFunctions\\TrigSubstitution.m"];
  36.  
  37. Get["original\\InverseTrigFunctions\\InverseSineFunctions.m"];
  38. Get["original\\InverseTrigFunctions\\InverseCosineFunctions.m"];
  39. Get["original\\InverseTrigFunctions\\InverseTangentFunctions.m"];
  40. Get["original\\InverseTrigFunctions\\InverseCotangentFunctions.m"];
  41. Get["original\\InverseTrigFunctions\\InverseSecantFunctions.m"];
  42. Get["original\\InverseTrigFunctions\\InverseCosecantFunctions.m"];
  43.  
  44. Get["original\\HyperbolicFunctions\\HyperbolicSineFunctions.m"];
  45. Get["original\\HyperbolicFunctions\\HyperbolicTangentFunctions.m"];
  46. Get["original\\HyperbolicFunctions\\HyperbolicSecantFunctions.m"];
  47. Get["original\\HyperbolicFunctions\\RationalFunctionsOfHyperbolicSinesAndCosines.m"];
  48. Get["original\\HyperbolicFunctions\\TwoHyperbolicFunctions.m"];
  49. Get["original\\HyperbolicFunctions\\HyperbolicSubstitution.m"];
  50. Get["original\\HyperbolicFunctions\\RationalFunctionsOfHyperbolicSines.m"];
  51.  
  52. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicSineFunctions.m"];
  53. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicCosineFunctions.m"];
  54. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicTangentFunctions.m"];
  55. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicCotangentFunctions.m"];
  56. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicSecantFunctions.m"];
  57. Get["original\\InverseHyperbolicFunctions\\InverseHyperbolicCosecantFunctions.m"];
  58.  
  59. Get["original\\SpecialFunctions\\ErrorFunctions.m"];
  60. Get["original\\SpecialFunctions\\FresnelIntegralFunctions.m"];
  61. Get["original\\SpecialFunctions\\ExponentialIntegralFunctions.m"];
  62. Get["original\\SpecialFunctions\\TrigIntegralFunctions.m"];
  63. Get["original\\SpecialFunctions\\HyperbolicIntegralFunctions.m"];
  64. Get["original\\SpecialFunctions\\LogarithmIntegralFunctions.m"];
  65. Get["original\\SpecialFunctions\\GammaFunctions.m"];
  66. Get["original\\SpecialFunctions\\ZetaFunctions.m"];
  67. Get["original\\SpecialFunctions\\PolylogarithmFunctions.m"];
  68. Get["original\\SpecialFunctions\\ProductLogarithmFunctions.m"];
  69.  
  70. Get["original\\GeneralIntegrationRules.m"];
  71. Get["original\\IntegrationUtilityFunctions.m"];
  72.  
  73. End[];
  74. EndPackage[];
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