In this paper, we focus on calculating the Mellin transform of three types of trigonometric functions, namely, \ (₊=₀^nc₊ (a₊x) \), \ (₊=₀^nc₊ (a₊x) \) and \ (₊=₁^nc₊ (1- (a₊x) ) \), where \ (n\) is an integer, \ (c₊^*\) and \ (0. Our approach is based on the application of techniques from linear algebra, calculus, Laplace transform, and special functions. In particular, we give an evaluation of the integral \ (₀^^nxx^{}dx\), \ (n^*\), \ (0.
Mâagli et al. (Wed,) studied this question.
Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context: