Caristi, Giuseppe (1999) *Again on the derivatives of random functions.* Accademia Peloritana dei Pericolanti, Classe di Scienze FF. MM. NN., 76-77. pp. 277-283.

## Abstract

In this paper, two properties are shown to be valid for the derivatives of random functions:

1° Let and be two random functions, defined in an interval I, which are mean derivables of order in the point , then:

The sum is mean derivable of order in the point and we have:

.

2° Let and be two indipendent random functions, defined in an interval I, which are mean derivables of order in the point , then:

The product is mean derivable of order in the point and we have:

.

In a preceding paper we have shown two theorems on mean square derivatives of the random functions. In this paper we prove two theorems concerning the mean derivatives of order of the random functions.

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