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Home/ Questions/Q 419381
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Editorial Team
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Editorial Team
Asked: May 12, 20262026-05-12T18:46:18+00:00 2026-05-12T18:46:18+00:00

I have a program that looks like the following: double[4][4] startMatrix; double[4][4] inverseMatrix; initialize(startMatrix)

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I have a program that looks like the following:

double[4][4] startMatrix;
double[4][4] inverseMatrix;
initialize(startMatrix) //this puts the information I want in startMatrix

I now want to calculate the inverse of startMatrix and put it into inverseMatrix. I have a library function for this purpose whose prototype is the following:

void MatrixInversion(double** A, int order, double** B)

that takes the inverse of A and puts it in B. The problem is that I need to know how to convert the double[4][4] into a double** to give to the function. I’ve tried just doing it the “obvious way”:

MatrixInversion((double**)startMatrix, 4, (double**)inverseMatrix))

but that doesn’t seem to work. Is that actually the right way to do it?

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  1. Editorial Team
    Editorial Team
    2026-05-12T18:46:18+00:00Added an answer on May 12, 2026 at 6:46 pm

    No, there’s no right way to do specifically that. A double[4][4] array is not convertible to a double ** pointer. These are two alternative, incompatible ways to implement a 2D array. Something needs to be changed: either the function’s interface, or the structure of the array passed as an argument.

    The simplest way to do the latter, i.e. to make your existing double[4][4] array compatible with the function, is to create temporary “index” arrays of type double *[4] pointing to the beginnings of each row in each matrix

    double *startRows[4] = { startMatrix[0], startMatrix[1], startMatrix[2] , startMatrix[3] };
    double *inverseRows[4] = { /* same thing here */ };
    

    and pass these “index” arrays instead

    MatrixInversion(startRows, 4, inverseRows);
    

    Once the function finished working, you can forget about the startRows and inverseRows arrays, since the result will be placed into your original inverseMatrix array correctly.

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