Asymptotic results for the ergodic distribution of an inventory model with fuzzy demands

Xanıyev T., Aksop C., Gever B.

10th International Fuzzy Logic and Intelligent Technologies inNuclear Science Conference, FLINS 2012, İstanbul, Turkey, 26 - 29 August 2012, vol.7, pp.436-442, (Full Text) identifier

  • Nəşrin Növü: Conference Paper / Full Text
  • Cild: 7
  • Doi nömrəsi: 10.1142/9789814417747_0070
  • Çap olunduğu şəhər: İstanbul
  • Ölkə: Turkey
  • Səhifə sayı: pp.436-442
  • Açıq Arxiv Kolleksiyası: Konfrans Materialı
  • Adres: Bəli

Qısa məlumat

In this paper, a renewal-reward process which represents a fuzzy inventory model of type (s, S) with a discrete interference of chance is investigated. By utilizing the expression of the ergodic distribution of this process in terms of a fuzzy renewal function, asymptotic expansions for the α-cuts of this ergodic distribution is obtained when the interferences have a Weibull distribution with a fuzzy parameter.