Products of Phenomenological Categories and Products of Phenomenological Functors

In this paper it is shown that the product of categories and the product of functors may be extended from the structural to the phenomenological domains. For the phenomenological domains the products of functors applies both to functors and autofunctors. Examples of such products representing feasible physical and informational processes are given in the case of the generation of a phenomenological universe in the deep existence (orthoexistence). It is also shown that for the dynamics of the deep existence some types of orthosenses previously defined by the author might be replaced in a natural way by autofunctors and functors acting in the deep existence on the main orthosenses that represent the deep phenomenological information.