G. Giorgadze

collaborators

3 papers

math.CA2016

Representation of the Dirac delta function in $C (R^{\infty})$ in terms of infinite-dimensional Lebesgue measures

Gogi Pantsulaia, Givi Giorgadze

A representation of the Dirac delta function in $C (R^{\infty})$ in terms of infinite-dimensional Lebesgue measures in $R^{\infty}$ is obtained and some it's properties a…

math.CA2015

Satisfaction Problem of Consumers Demands measured by ordinary "Lebesgue measures" in $R^{\infty}$

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 $m_{k}$ to the $k$ …

math.CA2015

On a linear non-homogeneous ordinary differential equation of the higher order whose coefficients are real-valued simple step functions

Gogi Pantsulaia, Khatuna Chargazia, Givi Giorgadze

By using the method developed in the paper [G.Pantsulaia, G.Giorgadze, On some applications of infinite-dimensional cellular matrices, {\it Georg. Inter. J. Sci. Tech., Nova Scienc…

Representation of the Dirac delta function in C(R∞) in terms of infinite-dimensional Lebesgue measures

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

On a linear non-homogeneous ordinary differential equation of the higher order whose coefficients are real-valued simple step functions

Representation of the Dirac delta function in $C (R^{\infty})$ in terms of infinite-dimensional Lebesgue measures

Satisfaction Problem of Consumers Demands measured by ordinary "Lebesgue measures" in $R^{\infty}$