svd return value doesn't match Vectorz's svd

[mars0i]

Vectorz's svd returns a full singular-value decomposition, while the Clatrix core.matrix svd returns reduced singular-value decomposition. The raw Clatrix interface allows you to get the full SVD with optional keyword arguments (:type :full). mikera suggested changing the core.matrix version of Clatrix's svd to return the full version. Would it be OK to add :type :full at line 1756?

Example:

user=> (run! pm (vals (svd (matrix :vectorz [[1 2 3][4 5 6]]))))
[[0.386  0.922]
 [0.922 -0.386]]
[9.508 0.773]
[[ 0.429  0.566 0.704]
 [-0.806 -0.112 0.581]
 [ 0.408 -0.816 0.408]]
nil
user=> (run! pm (vals (svd (matrix :clatrix [[1 2 3][4 5 6]]))))
[[-0.386 -0.922]
 [-0.922  0.386]]
[9.508 0.773]
[[-0.429 -0.566 -0.704]
 [ 0.806  0.112 -0.581]]
nil
;; Notice that the V* matrices differ above.
user=> (require '[clatrix.core :as cx])
nil
user=> (cx/svd (matrix :clatrix [[1 2 3][4 5 6]]))
{:left  A 2x2 matrix
 -------------
-3.86e-01 -9.22e-01
-9.22e-01  3.86e-01
, :right  A 3x2 matrix
 -------------
-4.29e-01  8.06e-01
-5.66e-01  1.12e-01
-7.04e-01 -5.81e-01
, :values (9.508032000695724 0.7728696356734847), :rank 2}
user=> (cx/svd (matrix :clatrix [[1 2 3][4 5 6]]) :type :full)
{:left  A 2x2 matrix
 -------------
-3.86e-01 -9.22e-01
-9.22e-01  3.86e-01
, :right  A 3x3 matrix
 -------------
-4.29e-01  8.06e-01  4.08e-01
-5.66e-01  1.12e-01 -8.16e-01
-7.04e-01 -5.81e-01  4.08e-01
, :values (9.508032000695724 0.7728696356734847), :rank 2}
user=> (run! pm (vals (cx/svd (matrix :clatrix [[1 2 3][4 5 6]]) :type :full)))
[[-0.386 -0.922]
 [-0.922  0.386]]
[[-0.429  0.806  0.408]
 [-0.566  0.112 -0.816]
 [-0.704 -0.581  0.408]]
[9.508 0.773]

I gather that it's OK for the U and V* matrices to be negated--i.e. the vectorz versions are -1 times the clatrix versions.

(Just noticed a typo in the docstring at line 1204. :values is missing the final "s".)