matrix/matrixexample.cpp

An example for the usage of the matrix library.

00001 /* compile this with g++ -Wall -lm -L. -lselforg  -o example matrixexample.cpp or use the Makefile*/
00002 
00003 #include <iostream>
00004 #include <math.h>
00005 
00006 #include <selforg/matrix.h>
00007 
00008 using namespace matrix;
00009 using namespace std;
00010 
00011 int main(){
00012   ////////// matrix construction
00013   //  all matrices are initialised with 0 elements
00014   Matrix m0;    // 0-matrix (size is 0x0)
00015   m0.set(5,1);  // change matrix to be a 5x1 matrix (column vector)
00016   Matrix m1(3,3); // 3x3-matrix
00017   double data[9] = {1., 0., 1.,  0.1, 0.4, 0.5,  -2., 0.1, 2.};
00018   m1.set(3,3,data); // change matrix to be 3x3 matrix with initialised elements
00019   Matrix m2(3,3,data); // 3x3 matrix with initialised elements
00020   
00021   ////////// Accessing and printing
00022   cout << m2.val(0,0) << endl; // Element with index 0,0
00023   m2.val(2,1) = 3.4;           // assign value to element at 2,1
00024   cout << m2.val(2,1) << endl; // Element with index 2,1
00025   
00026   cout << m2;                  // show matrix
00027   cout << m2.row(0);           // show first row which is row-vector
00028   cout << m2.column(2);        // show third column which is column-vector
00029 
00030   ////////// Operations  
00031   Matrix m3 = m2 + m2 - m2 * m2;         // addition subtraction and multiplication
00032   cout << m3;
00033   Matrix m4 = (m3^T) * (m3^-1) * (m3.multMT()); // transpose and invert and fast version of matrix*matrix^T 
00034                                                // (parentheses needed because ^ bind less than *) 
00035   Matrix m5 = m4*0.3;                    // multiplication with scalar (just right side)
00036   Matrix m6 = m4.multrowwise(m3.column(0)); // multiply m4 rowwise, 
00037                                             // each row with the appropriate element of first column of m3
00038 
00039   Matrix m7 = m6.map(sin);                  // apply sin function to all matrix elements
00040   cout << m7;
00041 
00042   return 0;
00043 }

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