In-Place triangular product and inverse.
Submitted by Christoph Hertzberg @chhtz
Assigned to Nobody
Link to original bugzilla bug (#612)
Version: 3.2
Description
Products of a triangular matrix with a direct-access matrix could easily be performed in-place (similar to in-place-solve). Furthermore, it is possible to invert triangular matrices in-place.
This can be beneficial for small matrices, which are applied very often, since it will remove the overhead of floating point divisions.