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In this article, the Saigo’s <em>k</em>-fractional order integral and derivative operators involving <em>k</em>-hypergeometric function in the kernel are applied to the <em>k</em>-Struve function; outcome are expressed in the term of <em>k</em>-Wright function, which are used to present image formulas of integral transforms including beta transform. Also special cases related to fractional calculus operators and Struve functions are considered.