Multiplying Cell Arrays In Matlab
If B is a 101x6 matrix. Cnum2cell cell2mat A kcell2mat B k2end 1.
I need to multiply each of these cell elements where the number of cells is not constant with a single scalar value.
Multiplying cell arrays in matlab. Mul xycellfun xyzs xyzs a xyb xyc xyd xyUniformOutput false. Ac is a 2x100 cell array with 6x1 vector in each cell. Azzi Abdelmalek on 10 Feb 2014.
Hi I have a cell array that contain a number of different sized matrices. Thus at the end it should deliver a 2x100 cell array of scalars. Multiply each column of cell array by column vector.
Storing matrices in a 1xN cell array. N input prompt. Similarly with other two columns.
Which gives following error. Does anyone know how to do this. Now cellfun to multiply vectors in each cells BcAc1 cellfun mtimesBcAc 1 UniformOutput false.
A 1 2 3 2 56 8 2 5 8 7 cellfun x xyournumberaun0. I want to multiply each raw of the last 100 raws of B with every element of A. I want to multiply each column with all cells of A with respective cells in mul.
I used the following code but it is just multiplies the last two. Also these arrays doesnt only contain two rows. I want to multiply each column in each cell array by a column vector C 3841.
Cell cell array cell arrays. It does not work with the standard call of cellfun since the cells. A cell 1 N.
1x1 2x1 0x06 5x06 1x03. Direct link to this answer. For i 11N.
The matrices are conformal for multiplication but because cell array B contains less rows than cell array A when I use cellfuntimes A B UniformOutput true I get an unequal matrices error. Input 2 expected to be a cell array was double instead. Prompt enter number of transformations.
To enter number of matrixes user wants to multiply. I have a 101 cell of separate events with each array having a size 384 time x 5328 pixel. Bc is a 100x1 cell array with 1x6 vector in each cell.
1st cell of mul which is 11060603 with all columns of A11 and then sum that. Each element of A is a 6x1 matrix. This seems to indicate that cellfun can only multiply individual cells when the matrices have equal numbers of rows and columns.
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