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20122016
most citedConstructive Analysis in Infinitely many variables

5 citations · 14 across the 17 of their papers we have counts for

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Showing 2015Show all

10 papers · 1 filter

math.CA2015

Satisfaction Problem of Consumers Demands measured by ordinary "Lebesgue measures" in

Gogi Pantsulaia, Givi Giorgadze

In the present paper we consider the following Satisfaction Problem of Consumers Demands (SPCD): {\it The supplier must supply the measurable system of the measure to the …

math.FA2015

Is an arbitrary diffused Borel probability measure in a Polish space without isolated points Haar measure?

Gogi Rauli Pantsulaia

It is introduced a certain approach for equipment of an arbitrary set of the cardinality of the continuum by structures of Polish groups and two-sided (left or right) invariant Haa…

math.CA2015

Calculation of Improper Integrals by Using Uniformly Distributed Sequences

Gogi Pantsulaia, Tengiz Kiria

We present the proof of a certain modified version of Kolmogorov's strong law of large numbers for calculation of Lebesgue Integrals by using uniformly distributed sequences in $(0…

math.CA2015

On structure of uniformly distributed sequences in from the point of view of shyness

Gogi Rauli Pantsulaia

In the paper [G.Pantsulaia, On Uniformly Distributed Sequences on [-1/2,1/2], Georg. Inter. J. Sci. Tech.,4(3) (2013), 21--27], it was shown that -almost every element of $\math…

math.FA2015★ 3 cited

Infinite-Dimensional Monte-Carlo Integration

Gogi Rauli Pantsulaia

By using main properties of uniformly distributed sequences of increasing finite sets in infinite-dimensional rectangles in described in [G.R. Pantsulaia, On uniformly…

math.PR2015

A short proof of a certain version of Kolmogorov strong law of large numbers

Gogi R. Pantsulaia

By using the properties of the uniformly distributed sequences of real numbers on , a short proof of a certain version of Kolmogorov strong law of large numbers is presented…