- #1
mertcan
- 345
- 6
Hi, as I see Lipschitz condition is written as:
|f(x)-f(x')| <= M*|x-x'|
and minimum M is called Lipschitz constant. I would like to ask how the minimum M is found out? For instance for many convergence theorem include Lipschitz condition and no say something about value of M but how M is derived how we can reach out its value??
|f(x)-f(x')| <= M*|x-x'|
and minimum M is called Lipschitz constant. I would like to ask how the minimum M is found out? For instance for many convergence theorem include Lipschitz condition and no say something about value of M but how M is derived how we can reach out its value??