in reply to 47. Construct the Cauchy matrix
in thread RFC: 100 PDL Exercises (ported from numpy)
TaDAAA!!$x = sequence(8); $y = sequence(7) + 0.5; $c = 1/($x->dummy(0,$y->nelem)->transpose - $y->dummy(0,$x->nelem));
You create 2 vectors (of different sizes), inflate it along the other dimension using dummy to fit the other vector's size (using nelem), flip one of them using transpose and do the calculation in one line. PDL takes care of the loops and does it faster than you can in Perl.
I had to transpose $x to get the same result as the for loops above, in order to prove they are the same by pdl> p $C - $c
Mojoconf was great!
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Re^2: 47. Construct the Cauchy matrix
by etj (Priest) on Mar 16, 2022 at 21:05 UTC |