A generalization of a Probability measure obtained by relaxing the additivity requirement to super-additivity, i.e. μ(A∪B)≥μ(A)+μ(B)\mu(A\cup B) \geq \mu(A) + \mu(B)μ(A∪B)≥μ(A)+μ(B), where AAA and BBB are disjoint events.
Randomness and Semi-measures