Representation of the Dirac delta function in $\mathcal{C}(R^{\infty})$   in terms of infinite-dimensional Lebesgue measures
  A representation of the Dirac delta function in $ \mathcal{C}(R^{\infty})$ in terms of infinite-dimensional Lebesgue measures in $R^{\infty}$ is obtained and some it's properties are studied in this paper. 
Gogi Pantsulaia and Givi Giorgadze
math.CA