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Maths - Matrix algebra - Inverse 3x3

Prerequisites

The concepts are explained here:

Description

[m]-1 = 1/det[m] *
m11*m22 - m12*m21 m02*m21 - m01*m22 m01*m12 - m02*m11
m12*m20 - m10*m22 m00*m22 - m02*m20 m02*m10 - m00*m12
m10*m21 - m11*m20 m01*m20 - m00*m21 m00*m11 - m01*m10

det = m11 m22 m33 + m12 m23 m31 + m13 m21 m32 - m11 m23 m32 - m12 m 21 m33 - m13 m22 m31

The following calculator allows you to calculate the inverse for a 3x3 matrix. Enter the values into the matrix and then press "calc inverse " to display the result:

Code

   public double determinant() {
   double value =
   m00 m11 m22 + m01 m12 m20 + m02 m20 m21 - m00 m12 m21 - m01 m10 m22 - m02 m11 m20;
   return value;
   }

Further Information


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http://sourceforge.net/projects/mjbworld/

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