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## meaning of matrix operation A(B)

**From**: |
kankan |

**Subject**: |
meaning of matrix operation A(B) |

**Date**: |
Thu, 30 Oct 2014 23:17:44 -0700 (PDT) |

Dear all,
I have two matrix A and B. Size of A is 512x1 and size of B is 132x108.
There is an operation in octave: A(B). Output of this operation is a matrix
132x108. What is the name of this operation and what does it is doing.
Actualy I want to know the algorithm of this operation and want to use in
fortran.
The source code of applylut function of image-processing package of octave
used this operation (at line no 42 of applylut.m).
The command is : A=LUT(filter2(w,BW)+1);
Here LUT is a matrix of dimension 512x1 and filter2(w,BW) is 132x108. I want
to know how A has been calculated.
Please help me.
Thanks in advance.
Regards,
Kankan
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**meaning of matrix operation A(B)**,
*kankan* **<=**