… The h−convex functions appeared in 2007, when S. … h−convex stochastic processes
and present some properties obtained like generalizations of some properties of h−convex …

… about mean square integrable stochastic processes can be read in [13]. Now we introduce
the h-convex stochastic process which generalizes the convex stochastic process, see [5]. If h …

… of the random variable. In this paper, the concept of generalized h-convex stochastic processes
is … the notion of the generalized h-convex stochastic process and to extend the classical …

… mathematical models’ solutions, which is why we connected ordinary stochastic processes
with interval stochastic processes. Through this, we were able to explore a whole new …

… In this study are investigated p-convex stochastic processes which are extensions of convex
stochastic processes. A suitable example is also given for this process. In addition, in this …

… stochastic processes began in 1974 when B. Nagy in [9], applied a characterization of
measurable stochastic processes … In 1980 Nikodem [10] considered convex stochastic processes. …

… As we know, -h convex stochastic processes are a generalization of convex stochastic
processes [5]. … A new approach to an h-convex stochastic process is given in the following result. …

… and gave results for strongly convex stochastic process. In [8], the inequality for h-convex
stochastic process were derived. The interesting work on stochastic process are [17–21]. The …

… In this paper, we introduce the notion of (k, h)-convex stochastic processes as a
counterpart of the (k, h)-convex functions and a generalization of h-convex stochastic …

… Employing the framework of interval-valued functions (IVFs), we explore log-hconvex
stochastic processes, unveiling a series of inequalities including Hadamard-Fejér, Hermite-…