Introduzione
Abstract
En
We give a standard proof of the results of Tulipani: if and a dicotomic family exisists on
 and a dicotomic family exisists on  then a continuous finitely additive probability measure (charge),which is invariant for T, exisists.
 then a continuous finitely additive probability measure (charge),which is invariant for T, exisists.
		We give a standard proof of the results of Tulipani: if
 and a dicotomic family exisists on
 and a dicotomic family exisists on  then a continuous finitely additive probability measure (charge),which is invariant for T, exisists.
 then a continuous finitely additive probability measure (charge),which is invariant for T, exisists.DOI Code:
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