Hanalioglu, Z.Khaniyev, T.2024-09-292024-09-2920182147-1762https://hdl.handle.net/20.500.14619/10170In this study, a semi – Markovian inventory model of type (s, S) is considered and the model is expressed by a modification of a renewal – reward process (X(t)) with an asymmetric triangular distributed interference of chance and delay. The ergodicity of the process X(t) is proved under some weak conditions. Additionally, exact expressions and three – term asymptotic expansions are found for all the moments of the ergodic distribution. Finally, obtained asymptotic results are compared with exact results for a special case. © 2018, Gazi University Eti Mahallesi. All rights reserved.eninfo:eu-repo/semantics/closedAccessAsymmetric triangular distributionAsymptotic expansionInventory model of type (s, S)Moments of ergodic distributionArticle2-s2.0-850608563441871Q317431