On Relative Uniform Convergence of Triple Sequence of Functions

This paper discusses relative uniform convergence of triple sequence of functions that are defined on a compact domain. Another central idea that is discussed is the regular relative uniform convergence and the Cauchy relative uniform convergence of triple sequence of functions. The idea that a continuous triple sequence defined on a compact domain is relative uniform convergent if and only if it is relative uniform Cauchy has been discussed and established. Then we have introduced the Cesa & racute;o summability of triple sequences and a theorem regarding triple Cesa & racute;o summability of bounded relative uniform triple sequence of functions.