On the slide entitled "Nonlinearity Brings New Challenges" you state that continuous relaxation of nonconvex problems no longer give a lower bound. Surely this is only true for local solutions? For global solutions because the relaxation is a strict superset, a global solution would still be a valid bound, no?
One of the best lectures so far, thanks!
Very clear explanation, thanks!
Thank you!
Excelent lecture! Thank you!
One of the best!!!
awesome！
On the slide entitled "Nonlinearity Brings New Challenges" you state that continuous relaxation of nonconvex problems no longer give a lower bound. Surely this is only true for local solutions? For global solutions because the relaxation is a strict superset, a global solution would still be a valid bound, no?
Top!
Great lecture. Thanks a lot!