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Optimization and algorithms for traffic engineering problems
Fajmon, Michal ; Popela, Pavel (referee) ; Hrabec, Dušan (advisor)
This master's thesis deals with optimization of traffic networks. There are discussed modeling methods for traffic and simplifications used in these models. Introductory part is focused on mathematical theory used to buid presented model. Main focus of this thesis was creation and optimization of the model which describes real world traffic network with traffic lights. Model was tested on both artificial and real data gathered in city Zlín. It was necessary to create generator which can produce suitable input data for model.
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Applications of scheduling algorithms in railway transportation
Fajmon, Michal ; Kokrda, Lukáš (referee) ; Pavlas, Martin (advisor)
Bachelor’s thesis is focused on creation of mathematical model, which uses multiple methodsforwastecollectionatthelevelofmunicipalities.Modelisfocusedon railfreight transport. Main reasons are of lower production of emissions and reduction of burden on road traffic. In order to create model, the knowledge of graph theory, integer and linear programmingisused.CreatedmodelisimplementedinGAMSenvironmentonsmallscale data. At the end there are stated possibilities for further development of the model.
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Operational research in waste recycling
Camara, Assa ; Popela, Pavel (referee) ; Pavlas, Martin (advisor)
The bachelor thesis is aimed at finding and describing a mathematical model that reconstructs the actual current financial costs of collecting and collecting waste at the level of municipalities with expanded scope, which are not easily available and are needed for further planning in waste management. In order to create the model, the knowledge of optimization, statistics and graph theory are summarized in the text. The model is applied to real data in the GAMS environment. The results of the application are commented on and analysed. Based on this analysis, there are also possibilities to develop this model.
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Optimization and algorithms for traffic engineering problems
Fajmon, Michal ; Popela, Pavel (referee) ; Hrabec, Dušan (advisor)
This master's thesis deals with optimization of traffic networks. There are discussed modeling methods for traffic and simplifications used in these models. Introductory part is focused on mathematical theory used to buid presented model. Main focus of this thesis was creation and optimization of the model which describes real world traffic network with traffic lights. Model was tested on both artificial and real data gathered in city Zlín. It was necessary to create generator which can produce suitable input data for model.
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Applications of scheduling algorithms in railway transportation
Fajmon, Michal ; Kokrda, Lukáš (referee) ; Pavlas, Martin (advisor)
Bachelor’s thesis is focused on creation of mathematical model, which uses multiple methodsforwastecollectionatthelevelofmunicipalities.Modelisfocusedon railfreight transport. Main reasons are of lower production of emissions and reduction of burden on road traffic. In order to create model, the knowledge of graph theory, integer and linear programmingisused.CreatedmodelisimplementedinGAMSenvironmentonsmallscale data. At the end there are stated possibilities for further development of the model.
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Operational research in waste recycling
Camara, Assa ; Popela, Pavel (referee) ; Pavlas, Martin (advisor)
The bachelor thesis is aimed at finding and describing a mathematical model that reconstructs the actual current financial costs of collecting and collecting waste at the level of municipalities with expanded scope, which are not easily available and are needed for further planning in waste management. In order to create the model, the knowledge of optimization, statistics and graph theory are summarized in the text. The model is applied to real data in the GAMS environment. The results of the application are commented on and analysed. Based on this analysis, there are also possibilities to develop this model.
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