02.4. Department of Industrial Engineering

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Organization name
02.4. Department of Industrial Engineering
Director
Parent OrgUnit
City
Ankara
Country
Turkey

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

Refined By:
Author:  Khaniyev, Tahir
Type:  Article
Date Issued:  [2020 TO 2023]

Results 1-11 of 11 (Search time: 0.002 seconds).

Issue DateTitleAuthor(s)
12023Approximation results for the moments of random walk with normally distributed interference of chanceHanalıoğlu, Zülfiye; Poladova, Aynura; Khaniyev, Tahir 
22023Forecast combination approach with meta-fuzzy functions for forecasting the number of immigrants within the maritime line security project in TurkeyÇevik, Fatma Carman; Gever, Başak; Tak, Nihat; Khaniyev, Tahir 
32023Investigation the ergodic distribution of a semi-Markovian inventory model of type (s,S) with intuitive approximation approachAlakoç, Büşra; Bektaş Kamışlık, Aslı; Kesemen, Tülay; Khaniyev, Tahir 
4Apr-2020Limit Theorem for A Semi-Markovian Random Walk with General Interference of ChanceKhaniyev, Tahir ; Sevinç, Özlem Ardıç
52023MODELING DISEASE TRANSMISSION DYNAMICS WITH RANDOM DATA AND HEAVY TAILED RANDOM EFFECTS: THE ZIKA CASEBekiryazici, Z.; Kesemen, T.; Merdan, M.; Khaniyev, T. 
62022A MODIFICATION OF APPROXIMATE RANDOM CHARACTERISTICS FOR A MODEL OF ZIKA VIRUS TRANSMISSIONBekiryazici, Zafer; Kesemen, Tulay; Merdan, Mehmet; Khaniyev, Tahir 
72023Moment-based approximations for stochastic control model of type (s, S)Kamislik, Asli Bektas; Baghezze, Feyrouz; Kesemen, Tulay; Khaniyev, Tahir 
8May-2020A novel replacement policy for a linear deteriorating system using stochastic process with dependent componentsPoladova, Aynura; Tekin, Salih ; Khaniyev, Tahir 
92022On a type-2 fuzzy approach to solution of second-order initial value problemBayeg, Selami; Mert, Raziye; Akın, Omer ; Khaniyev, Tahir 
102020A semi-Markovian renewal reward process with ?(g) distributed demandKamışlık, Aslı Bektaş; Alakoç, Büşra; Kesemen, Tülay; Khaniyev, Tahir 
112022Transmission of Cholera Disease with Laplacian and Triangular ParametersMerdan M.; Bekiryazici Z.; Kesemen T.; Khaniyev T.