SDL Component Suite - MathPack

The package MathPack contains a lot of routines and classes offering various mathematical methods. Among them are linear regression (simple and multiple), curve fitting, random generators, vector and matrix algebra, eigenvectors, principal components, cluster analysis, Fourier transform, Kohonen networks, statistical distributions, and more.

Download the free SDL Suite / Light Edition What is the Light Edition?

Please note, that the package MathPack is required by any other but the BasePack package of the SDL Component Suite. Thus you have to install this package before installing other packages.  

Units and components of the SDL MathPack

Unit or
Component
Description
(click on the component name for more details)
Supported
Delphi™
Versions
Supported
C++Builder™
Versions
Complex routines to support the calculation with complex numbers 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
DataTable a component to manage measurement data 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Fourier a fast Fourier transform (FFT) component 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Kohonen a component to simulate a self organizing map (SOM) 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Math1 a collection of basic math routines 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Math2 a collection of advanced math routines 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Matrix for manipulating matrices 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
OpenArrays for manipulating open arrays 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
SLine mathematical model of a straight line 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Statis statistical functions, normal, t-, F-, and chi-square distribution 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
Vector handling of vectors 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
WaveLet 1-dimensional wavelet transformation 7, 10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence
10.1 Berlin,
10.2 Tokyo, 10.3 Rio,
10.4 Sydney, 11 Alexandria,
12 Athens, 13 Florence