descent direction, or an improving direction
I don't think that both can be true.
descent direction, or an improving direction
I don't think that both can be true.
The objective function f and the inequality constraints g1, g2 and g3 being convex, every local solution to this problem is also a global solution by theorem 2.2
Do the inequality constrains have to be convex functions as well? This is not considered in def. 2.13.
radius c
I think this should be sqrt of c.
Matrix norm
Not needed or missing?
positive definite
This should be semi-positive definite.