Distances and membership for exponential cone
matbesancon opened this issue · 0 comments
matbesancon commented
Motivated by #29
From @joaquimg:
This might be the first version of having two distances.
Because a very common distance is the euclidean.
But euclidean requires the projection first.
Our current distance is some epigraphical distance which is good for boolean checking if the point is the the cone.
I don't we should remove the current distance, I would just rename them and have both.
One could be used inside the the other, but I would use euclidean by default. Actually, whenever I possible I think we should use euclidean to have is as uniform as possible.
Originally posted by @joaquimg in #29 (comment)