readme.txt 3.9 KB

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  1. Statistical Distribution Explorer
  2. Paul A. Bristow
  3. John Maddock
  4. Copyright © 2008 , 2009, 2010, 2012 Paul A. Bristow, John Maddock
  5. Distributed under the Boost Software License, Version 1.0. (See accompanying file LICENSE_1_0.txt or copy at http://www.boost.org/LICENSE_1_0.txt)
  6. A Windows utility to show the properties of statistical distributions using parameters provided interactively by the user.
  7. The 31 distributions provided (by version 1.0.1.52) are:
  8. * bernoulli
  9. * beta
  10. * binomial
  11. * cauchy
  12. * chi_squared
  13. * exponential
  14. * extreme_value
  15. * fisher_f
  16. * gamma
  17. * geometric
  18. * hypergeometric
  19. * inverse_chi_squared
  20. * inverse_gamma
  21. * inverse_gaussian
  22. * laplace
  23. * logistic
  24. * lognormal
  25. * negative_binomial
  26. * non-central beta
  27. * non-central_chi_squared
  28. * non-central_F
  29. * non-central_t
  30. * normal (Gaussian)
  31. * pareto
  32. * poisson
  33. * rayleigh
  34. * students_t
  35. * skew_normal
  36. * triangular
  37. * uniform
  38. * weibull
  39. Properties of distributions computed (where possible) are:
  40. * mean
  41. * mode
  42. * median
  43. * variance
  44. * standard deviation
  45. * coefficient of variation,
  46. * skewness
  47. * kurtosis
  48. * excess
  49. * range supported
  50. Calculated, from values provided, are:
  51. * probability density (or mass) function (PDF)
  52. * cumulative distribution function (CDF), and complement
  53. * Quantiles (percentiles) are calculated for typical risk (alpha) probabilities (0.001, 0.01, 0.5, 0.1, 0.333) and for additional probabilities that can be requested by the user.
  54. Results can be saved to text files using Save or SaveAs. All the values on the four tabs are output to the file chosen, and are tab separated to assist input to other programs, for example, spreadsheets or text editors.
  55. Note: Excel (for example), by default, only shows 10 decimal digits: to display the maximum possible precision (about 15 decimal digits), it is necessary to format all cells to display this precision. Although unusually accurate, not all values computed by Statistical Distribution Explorer will be as accurate as 15 decimal digits. Values shown as NaN cannot be calculated from the value(s) given, most commonly because the value input is outside the range for the distribution.
  56. For more information, including downloads, and this index.html file, see Distexplorer at Sourceforge.
  57. This Microsoft Windows 32 package was generated from a C# program and uses a boost_math.dll generated using the Boost.Math C++ source code containing the underlying statistical distribution classes and functions (C++ was compiled in CLI mode).
  58. All source code is freely available for view and for use under the Boost Open Source License.
  59. Math Toolkit C++ source code to produce boost_math.dll is in the most recent Boost release, currently 1.52.0 (and the Boost version used to build the explorer is embedded in its version number). You can download the current Boost library and find the source to build the Distribution Explorer at /libs/math/dot_net_example/.
  60. Installation
  61. ============
  62. Statistical Distribution Explorer is distributed as a single Windows Installer package setupdistex.msi. Unzip the distexplorer.zip file to a temporary location of your choice and run setupdistex.msi.
  63. (If the program installs OK, but does not run, it will be necessary to run setup.exe to install Microsoft redistributables. This is because .NET Framework 4.0 Client Profile and VC Redistributable X86 are requirements for this program. Most recent and updated Windows environments will already have these installed, but they are quickly, easily and safely installed from the Microsoft site if required. This program has been tested on Windows 200 up to Windows 8).
  64. (The package cannot be run on other platforms at present but it should be possible to build an equivalent utility on any C/C++ platform if anyone would like to undertake this task.)
  65. Last revised: 15 Oct 2012