New Types of Convergence on Time Scales

This paper is discussing about the notion of some new types of convergences namely $I$-convergence and $I^{\ast }$-convergence of a $\mathrm{\Delta }$-measurable function $f$ on time scales $T$ by considering ideal on time scales $T$. This idea is further extended to the notion of statistical convergence of a $\mathrm{\Delta }$-measurable function $f$ on time scales $T$.