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The Matrix

the-matrix-logo-200x200-6405
100.00 USD71.00 USD

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Information

Libraries
MetaTrader 5
Omega J Msigwa
1.0
5

Overview

Matrix is the foundation of complex trading algorithms as it helps you perform complex calculations effortlessly and without the need for too much computation power, It's no doubt that matrix has made possible many of the calculations in modern computers as we all know that bits of information are stored in array forms in our computer memory RAM,
Using some of the functions in this library I was able to create machine learning robots that could take on a large number of inputs
To use this library effectively, some mathematical knowledge about linear algebra is required


Read the Docs

Step o1: Importing the Functions

The Functions inside this library are easy to use and one can understand them quickly at a glance

#import "The Matrix.ex5"

   void MatrixPrint(double &Matrix[],int rows,int cols,int digits=0);
   void MatrixDuplicate(double &Matr[],int times);
   void MatrixMultiply(double &A[],double &B[],double &output_arr[],int row1,int col1,int row2,int col2);
   void MatrixUnTranspose(double &Matrix[],int torows, int tocolumns);
   void MatrixInverse(double &Matrix[],double &output_mat[]);
   int  MatrixtypeSquare(int sizearr);
   void MatrixDetectType(double &Matrix[],int rows,int &__r__,int &__c__);
   void MatrixTranspose(double &Matrix[],string tomat_type="4x4");
   void Gauss_JordanInverse(double &Matrix[],double &output_Mat[],int mat_order);
   
#import

Brief Description of the first few Functions

MatrixPrint

Prints the The Matrix not in array form but in a matrix form as it is supposed to be

MatrixDuplicate

Duplicates the matrix, for example the matrix is 1x2 will be 2x1, only the rows will be duplicated

Disclaimer! This does not work if the Matrix array is a static array, that is because static arrays can't be increased in size

MatrixMultiply

Multiplies matrix A and B according to matrix multiplication rules

Matrix Inverse

Use this function to find the inverse of a 2x2 matrix only!!

Gauss-Jordan Inverse

This is the bad boy for finding all the inverse of square matrices larger than 2x2, starting from 3x3 to infinity, remember to find inverse the matrix has to be a square one

There is no space for the whole documentation here for more information send me a private message and I will help you out


Why Buy this Library

  • 12/7 support 

buying this library does not mean it's now all up to you, I will be stupid if I'd think like that, but I will be willing to provide support and walk you through using this library when things get tough for you

  • Submit bugs and opinions 

 I'm open-minded to new features and am willing to fix issues whenever you found one 

Satisfaction Guaranteed

The Library is currently priced at 100$ because it is the first version, the price will occasionally be increased as the library gets updated


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