b is contained in the set of all Lipschitz functions of order a.
2. Is the set of all Lipschitz functions of order b a closed subspace of those
of order a?
Definitie orde van Lipschitz continuïteit
A function f: [a,b] -> R is Lipschitz of order a if there exists a constant K such that |f(x) - f(y)| <= K |x-y|^a and for all x,y in [a,b].
Voor 1 heb ik:
Conclusie