Gogi Rauli Pantsulaia
Published 2015-06-15Version 1
By using main properties of uniformly distributed sequences of increasing finite sets in infinite-dimensional rectangles in $R^{\infty}$ described in [{G.R. Pantsulaia,} {\em On uniformly distributed sequences of an increasing family of finite sets in infinite-dimensional rectangles,} {Real Anal. Exchange.} {\bf 36 (2)} (2010/2011), 325--340 ], an infinite-dimensional Monte-Carlo integration is elaborated and the validity of some new Strong Law type theorems are obtained in this paper.
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