Hölder continuous function
= Hölder continuous function
{c}
A function is Hölder continuous with exponent $0<\alpha\leq1$ when $|f(x)-f(y)|\leq C|x-y|^\alpha$ for some constant $C$.
= Hölder continuity
{c}
{synonym}
= Hölder continuous function
{c}
A function is Hölder continuous with exponent $0<\alpha\leq1$ when $|f(x)-f(y)|\leq C|x-y|^\alpha$ for some constant $C$.
= Hölder continuity
{c}
{synonym}