The main objective is to present a variant of the Black - Litterman model. We consider the canonical case when a priori return is determined by means of such excess return from the CAPM market portfolio which is derived using reverse optimization method. Then the a priori return is at risk of quantified uncertainty. On the other side, intensive discussion shows that the experts‘ views are burdened with knightian uncertainty. For this reason, we propose a variant of the Black - Litterman model in which the experts‘ views are described as intuitionistic fuzzy number. The existence of a posterior return is proved for this case.We show that then posterior return is an intuitionistic fuzzy probabilistic set.