fact: Definition distr_restr : forall A (P:Prop) (cp:U) (m:M A), ((P -> 1 <= cp) /\ (~ P -> cp <= 0)) -> (P -> stable_inv m) -> (P -> stable_plus m) -> (P -> stable_mult m) -> (P -> continuous m) -> distr A.
imports: ALEA(Utheory) ALEA(Sets)