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    		$a A strengthening of the Poincaré recurrence theorem on MV-algebras $f Beloslav Riečan
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    		$a On partially ordered product spaces $f Jaroslav Považan, Beloslav Riečan
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    		$a The clasical Poincaré weak reccurence theorem states that for any probability space, any measure preserving transformation and any almost all points of A return to A. In the present paper the POincaré theorem is proved when sigma-algebra S is substitued by a family F of all measurable IF subsets of whole space
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