Abstract
The problem of joint optimization of aircraft timetables and ground handling schedules for hub-and-spoke airports under uncertainty is solved using the fuzzy set method and the probability-theoretical one. A model example of the solution is considered.
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Adler, Yu.P., Markova, E.V., and Granovskii, Yu.V., Planirovanie eksperimenta pri poiske optimal’nykh uslovii (Design of Experiment in Searching for Optimal Conditions), Moscow: Nauka, 1976.
Andronov, A.M. and Khizhnyak, A.N., Matematicheskie metody planirovaniya i upravleniya proizvodstvenno-khozyaistvennoi deyatel’nost’yu predpriyatii grazhdanskoi aviatsii (Mathematical Models for Planning and Management of Civil Airline Activity), Moscow: Transport, 1977.
Vandzinskii, R.B., Spravochnik po veroyatnostnym raspredeleniyam (Probability Distribution Guide), Saint Petersburg: Nauka, 2001.
Gerasimov, V.A., Dobronets, B.S., and Shustrov, M.Yu., Numerical Operations of Histogram Arithmetic and Their Applications, Autom. Remote Control, 1991, vol. 52, no. 2, part 1, pp. 208–212.
Golenko, D.I., Statisticheskie metody setevogo planirovaniya i upravleniya (Statistical Methods for Network Planning and Control), Moscow: Nauka, 1968.
Dubois, D. and Prade, H., Théorie des possibilités. Appliations à la représentation des connaissances en informatique, Paris: Masson, 1988. Translated under the title Teoriya vozmozhnostei. Prilozheniya k predstavleniyu znanii v informatike, Moscow: Radio i Svyaz’, 1990.
Potapov, I.V. and Romanenko, V.A., Synthesis of Optimal Transfer Air Transportation Management by Using Mathematical Programming Techniques, Izv. Vyssh. Uchebn. Zaved., Povolzh. Region., Tekh. Nauki, 2011, no. 3, pp. 75–87.
Rutkovskaya, D., Pilinskii, M., and Rutkovskii, L., Neironnye seti, geneticheskie algoritmy i nechetkie sistemy (Neural Networks, Genetic Algorithms, and Fuzzy Systems), Moscow: Goryachaya Liniya–Telekom, 2006.
Berleant, D., Automatically Verified Reasoning with Both Intervals and Probability Density Functions, Interval Computations, 1993, no. 2, pp. 48–70.
Wu, Cheng-Lung, Airline Operations and Delay Management: Insight from Airline Economics, Networks, and Strategic Schedule Planning, Burlington: Ashgate, 2010.
Danesi, A., Spatial Concentration, Temporal Coordination, and Profitability of Airline Hub-and-Spoke Networks, PhD. Thesis, Bologna, Università di Bologna, 2006.
Teodorovic, D., Trani, A., Kane, A., and Baik, H., Fuzzy Mathematical Programming Model for Optimizing Airport Capacity Utilization, J. Air Transp. Manage., 2002, vol. 8, pp. 73–87.
Han, Tzeu-Chen, Chung, Cheng-Chi, and Liang, Gin-Shuh, Application of Fuzzy Critical Path Method to Airports Cargo Ground Operation Systems, J. Marine Sci. Technol., 2006, vol. 14, no. 3, pp.139–146.
Yeh, C.H. and Kuo, Y.L., Evaluating Passenger Services of Asia-Pacific International Airports, Transport. Res., 2003, part E 39, pp. 35–45.
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Original Russian Text © V.A. Romanenko, 2013, published in Upravlenie Bol’shimi Sistemami, 2013, No. 41, pp. 285–313.
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Romanenko, V.A. Optimization of transfer air transportation system parameters considering fuzzy and stochastic uncertainties. Autom Remote Control 76, 1500–1514 (2015). https://doi.org/10.1134/S0005117915080135
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DOI: https://doi.org/10.1134/S0005117915080135