Generalizing a result of Furstenberg, we show that for every infinite discrete group $G$, the Bernoulli flow $2^G$ is disjoint from minimal $G$-flow. From this, deduce algebra generated by functions $\mathfrak{A}(G)$ proper subalgebra $\ell^\infty(G)$ and enveloping semigroup universal $M(G)$ quotient $\beta G$. When $G$ countable, also prove any metrizable, $G$-flow, there exists free, it exis...

Literary texts are the product of individual unconscious psyche and collective consciousness. In Iranian mythology, Fereydoun and Zahhak are symbols of good and evil. This research is an attempt to demonstrate aspects of growth and decay according to Erich Fromm’s theories. It aims at finding aspects of growth (love of life, love of humanity, freedom from the archetypal Mother) and contra...

in some verses (ayat) of the holy quran, we come to a wise learned man, who had the responsibility of musses> teaching for a short period, and taught him knowledge and morality. the holy quran has not referred to the name of this character, but some interpreters and translators of quran believe him to be the khizr. two of great persian poets, ferdosi and nezami, have entered khizr into the real...

firdausi shahnameh has been illustrated more than any other literary work in the history of persian paintings. so far, many studies have been carried out on these historical paintings of shahnameh. most of these studies have been formalistic and have been considered to be merely representational works of written text. those studies have been focused on form, performing techniques and style clas...

For any countable group with infinite conjugacy classes we construct a family of forests on the group. each them there is random walk property that its sample paths almost surely converge to geometric boundary forest in way resembles simple walks trees. It allows us identify Poisson and show action free (which, particular, implies non-triviality boundary). As consequence obtain carries such sta...

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