TIMETABLE COORDINATION PROBLEM SOLUTION REPRESENTATIONS USING GENETIC ALGORITHM
Keywords:
Timetable coordination, genetic algorithms, total waiting time, transport time, [1] CHAKROBORTY, P. - DEB, K. - SUBRAHMANYAM, P.S. Optimal Scheduling of Urban Transit Systems using Genetic Algorithms. In: ASCE Journal of Transportation Engineering, Vol. 121, Issue 6, pp. 544-553, ISSN: 0733-947X [2] COLEY, David. An Introduction to Genetic Algorithms for Scientists and Engineers. World Scientific Publishing, Singapore, 1999. 227 s. ISBN 98-1023-602-6.Abstract
This paper is focusing on concepts of approach to solution representation in timetable coordination problem in public transport within the transfer node. Genetic algorithms are used to solve the problem. Different representions determinethe algorithm results.
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References
[1] CHAKROBORTY, P. - DEB, K. - SUBRAHMANYAM, P.S. Optimal Scheduling of
Urban Transit Systems using Genetic Algorithms. In: ASCE Journal of Transportation
Engineering, Vol. 121, Issue 6, pp. 544-553, ISSN: 0733-947X
[2] COLEY, David. An Introduction to Genetic Algorithms for Scientists and Engineers.
World Scientific Publishing, Singapore, 1999. 227 s. ISBN 98-1023-602-6.
[3] CSONTÓ, Július - PALKO, Martin. Umelý život. ELFA, Košice, 2002. 180 s. ISBN 80-
89066-59-3
[4] FEDORKO, Gabriel - WEISZER, Michal. Optimalizácia cestovných poriadkov s využitím
genetického algoritmu.In: Perner’s Contacts, roč. 4 (2009), č.1, s. 92 -100, ISSN 1801-
674-X
[5] KVASNIČKA, Vladimír - POSPÍCHAL, Jiří - TIŇO, Peter. Evolučné algoritmy. STU
Bratislava, 2000. ISBN 80-227-1377-5.
[6] ROTHLAUF, Franz: Representations for Genetic and Evolutionary Algorithms. Springer-
Verlag, Berlin, 2006. 334 s. ISBN 3-540-25059-X
[7] SUROVEC, Pavel. Provoz a ekonomika silniční dopravy I. Vysoká škola báňská –
Technická univerzita Ostrava, Ostrava, 2000, s. 119, ISBN 80-7078-735-X.
Urban Transit Systems using Genetic Algorithms. In: ASCE Journal of Transportation
Engineering, Vol. 121, Issue 6, pp. 544-553, ISSN: 0733-947X
[2] COLEY, David. An Introduction to Genetic Algorithms for Scientists and Engineers.
World Scientific Publishing, Singapore, 1999. 227 s. ISBN 98-1023-602-6.
[3] CSONTÓ, Július - PALKO, Martin. Umelý život. ELFA, Košice, 2002. 180 s. ISBN 80-
89066-59-3
[4] FEDORKO, Gabriel - WEISZER, Michal. Optimalizácia cestovných poriadkov s využitím
genetického algoritmu.In: Perner’s Contacts, roč. 4 (2009), č.1, s. 92 -100, ISSN 1801-
674-X
[5] KVASNIČKA, Vladimír - POSPÍCHAL, Jiří - TIŇO, Peter. Evolučné algoritmy. STU
Bratislava, 2000. ISBN 80-227-1377-5.
[6] ROTHLAUF, Franz: Representations for Genetic and Evolutionary Algorithms. Springer-
Verlag, Berlin, 2006. 334 s. ISBN 3-540-25059-X
[7] SUROVEC, Pavel. Provoz a ekonomika silniční dopravy I. Vysoká škola báňská –
Technická univerzita Ostrava, Ostrava, 2000, s. 119, ISBN 80-7078-735-X.
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Published
2009-08-17
How to Cite
Fedorko, G., Husáková, N., & Weisner, M. (2009). TIMETABLE COORDINATION PROBLEM SOLUTION REPRESENTATIONS USING GENETIC ALGORITHM. Perner’s Contacts, 4(2), 30–37. Retrieved from https://pernerscontacts.upce.cz/index.php/perner/article/view/1118
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Copyright (c) 2020 Gabriel Fedorko##common.commaListSeparator##Nikoleta Husáková##common.commaListSeparator##Michal Weiszer
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