Weak laws of large numbers for sublinear expectation
Weak laws of large numbers for sublinear expectation is a scholarly work, published in 2018 in ''Mathematical Control and Related Fields''. The main subjects of the publication include measure, convergence, sublinear function, risk, law of large numbers, robust optimization, moment, and mathematics. The authors prove that, without any moment condition, the weak laws of large numbers hold in the sense of convergence in capacity induced by some general sublinear expectations.