Let X be defined as the following:
[a, b, c] where a, b and c are real,
V be defined as the following:
[o, p, q
r, s, t
u, v, w
x, y, z] where all the aforementioned variables are real numbers,
and XQ be defined as d and e, where
a < d < b and b < e < c
I wish to find solution vectors for d and e which are the same length as each column in V, i.e., length(d') = 4 and the elements in d are linearly interpolated values between (o and p), (r and s), (u and v), and (x and y). How should I go about this task? Help greatly appreciated.
** I have already tried looping through with interp1(X(i), V(i), XQ(i)). My full data-sets are millions of elements, therefore, this is infeasable. I also cannot run this with parfor, because this is already running inside a function which gets called in an external parfor loop.**
** I cannot share code**
Thank you so much.
