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Limits of MINV matrix function
Hi,
Does someone know if there are limits when dealing with matrices? I get a value error if I try to calculate the inverse of a large matrix (68x68 cells). It works up to 52x52 matrices but fails when the matrix is of size 53x53. To narrow down the problem I defined an identity matrix of dimension 53x53. {=MINV(A1:AZ52)} works, {=MINV(A1:BA53)} doesn't whereas MMULT of the identity matrix itself does, no matter of the size of it's dimensions, e.g. {=MMULT(A1:BA53;A1:BA53)} works perfectly well. Any idea welcome. Regards KJ |
Laurent Longre's MoreFunc.xll includes a MINVERSE.EXT function that will
invert larger matrices. http://xcell05.free.fr/ Jerry KJ wrote: Hi, Does someone know if there are limits when dealing with matrices? I get a value error if I try to calculate the inverse of a large matrix (68x68 cells). It works up to 52x52 matrices but fails when the matrix is of size 53x53. To narrow down the problem I defined an identity matrix of dimension 53x53. {=MINV(A1:AZ52)} works, {=MINV(A1:BA53)} doesn't whereas MMULT of the identity matrix itself does, no matter of the size of it's dimensions, e.g. {=MMULT(A1:BA53;A1:BA53)} works perfectly well. Any idea welcome. Regards KJ |
Hi Jerry, it works perfectly well. Thanks. KJ Laurent Longre's MoreFunc.xll includes a MINVERSE.EXT function that will invert larger matrices. http://xcell05.free.fr/ Jerry |
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