Assuming that f
is a scalar and d
is a diagonal matrix, we can compute a
by multiplying f
with the diagonal elements of d
. In MATLAB, we can use the diag()
function to access the diagonal elements of a matrix as a column vector. Then, we can multiply f
with this column vector to get the desired result.
If we want the resulting vector a
to be a row vector, we need to take the transpose of the product so that the dimensions match. On the other hand, if we want a
to be a column vector, we can omit the transpose.
Here's the code to compute a
as a row vector:
main.m18 chars2 lines
Here's the code to compute a
as a column vector:
main.m17 chars2 lines
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