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Optimization of network flows
Rychtář, Adam ; Hrabec, Dušan (referee) ; Popela, Pavel (advisor)
This bachelor thesis focuses on the assigment of waste flows to specific producer for each edge andaplication on real model which maps the Czech Republic and the model is applied to real data of the Czech Republic. The goal is to determine variance of the expenses for each producer subject to changes in waste processing requirements. Then, the solution impacts and bottlenecks are analysed. The suitable optmization models is formulated and computations are realizaed in GAMS.
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Mathematical model for Transportation Problem in Waste Management
Procházka, Vít ; Touš, Michal (referee) ; Pavlas, Martin (advisor)
This bachelor's thesis deals with the development of the mathematical model of transportation problem in waste management, which is used for analysis of current issue of mixed municipal waste treatment in the Czech Republic. The theoretical part of thesis aims to introduce basic terms of graph theory and optimization with the focus on linear programming. The second part aims to development of the model and its implementation to GAMS. And next, the post-processing of results is shown, vizualization in ArcGIS included.
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Optimization in logistics with pricing
Langr, Tomáš ; Cabalka, Matouš (referee) ; Popela, Pavel (advisor)
This bachelor thesis concerns itself with dynamic pricing and its application in network transport models in order to optimize the prices that play an important role in these models. In the theoretical part, we deal with the basic concepts of optimization, linear programming, graph theory and theory related to dynamic pricing. Emphasis is put on linking all this knowledge and its application in solving logistics models.
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Logistic problems and their applications
Žlebek, Petr ; Nevrlý, Vlastimír (referee) ; Pavlas, Martin (advisor)
The thesis deals with transportation problems using optimization methods. The first part summarizes theoretical facts about the graph theory, mathematical programming, transportation problems and genetic algorithm. Those informations are used in the second part of the thesis where the specific transportation model dealing with waste collection management is described. The model is implemented in Matlab environment. Real data from the area of Czech republic are then applied to the model. Finally the results are throughly discussed.
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Optimization in logistics with pricing
Langr, Tomáš ; Cabalka, Matouš (referee) ; Popela, Pavel (advisor)
This bachelor thesis concerns itself with dynamic pricing and its application in network transport models in order to optimize the prices that play an important role in these models. In the theoretical part, we deal with the basic concepts of optimization, linear programming, graph theory and theory related to dynamic pricing. Emphasis is put on linking all this knowledge and its application in solving logistics models.
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Logistic problems and their applications
Žlebek, Petr ; Nevrlý, Vlastimír (referee) ; Pavlas, Martin (advisor)
The thesis deals with transportation problems using optimization methods. The first part summarizes theoretical facts about the graph theory, mathematical programming, transportation problems and genetic algorithm. Those informations are used in the second part of the thesis where the specific transportation model dealing with waste collection management is described. The model is implemented in Matlab environment. Real data from the area of Czech republic are then applied to the model. Finally the results are throughly discussed.
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Optimization of Transportation Routes between a Chosen Company and Its Clients
Kolka, Michal ; Kučera, Petr (advisor) ; Temirkhanov, Maxat (referee)
This bachelor thesis deals with optimization of traffic routes, that is particularly regular supplies of the Almms s.r.o. company. In the theoretical part, there is explained the term of logistics. The next topic is graph theory, which is important for demarcation of the rest of the theoretical part. Main part of the work is a Travelling Salesman Problem, which is specified in the thesis including the use of approximation methods. The Multi-circuit transport problem is associated with the topic as well. The solution of this task is to put together a specific circuit tasks.
In the last part of the thesis, there is the processing of a specific problem itself on a chosen subject. Then follows the detailed analysis of the established routes. In the beginning, there are created the circuit routes with the using of Mayer´s method and then there are applicated approximation methods on the new gained circuits for their optimization. From the obtained results, there is a conclusion, picking of a new obtained routes and comparison them with the established ones.
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Optimization of network flows
Rychtář, Adam ; Hrabec, Dušan (referee) ; Popela, Pavel (advisor)
This bachelor thesis focuses on the assigment of waste flows to specific producer for each edge andaplication on real model which maps the Czech Republic and the model is applied to real data of the Czech Republic. The goal is to determine variance of the expenses for each producer subject to changes in waste processing requirements. Then, the solution impacts and bottlenecks are analysed. The suitable optmization models is formulated and computations are realizaed in GAMS.
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|
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Mathematical model for Transportation Problem in Waste Management
Procházka, Vít ; Touš, Michal (referee) ; Pavlas, Martin (advisor)
This bachelor's thesis deals with the development of the mathematical model of transportation problem in waste management, which is used for analysis of current issue of mixed municipal waste treatment in the Czech Republic. The theoretical part of thesis aims to introduce basic terms of graph theory and optimization with the focus on linear programming. The second part aims to development of the model and its implementation to GAMS. And next, the post-processing of results is shown, vizualization in ArcGIS included.
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