On ${\mathcal{I}}^{st}$- convergence in the space of reals

In this paper, we study the notion of $\mathcal{I}$${}^{st}$-convergence of sequences of real numbers which is an extension work of $\mathcal{I}$${}^{\ast }$-convergence on real sequences. We also define the convergence field of $\mathcal{I}$${}^{st}$-convergence and $\mathcal{I}$${}^{st}$-limit points and we discuss some properties related to these notions.