Tauberian theorems and statistical Cesàro summability in the framework of neutrosophic normed spaces

This paper establishes Tauberian theorems for statistical Ces?ro summability in neutrosophic normed spaces. We prove that q-bounded sequences statistically convergent under the neutrosophic norm (A, B, C) are also statistically Ces?ro summable, and characterize when the converse holds. Key results include a neutrosophic statistical slow oscillation condition and the role of {n(?n??n?1)}?s q-boundedness in ensuring statistical convergence.