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Optimization in Logistics
Huclová, Alena ; Škapa, Stanislav (referee) ; Popela, Pavel (advisor)
The thesis is focused on the optimization of models of transportation and transshipment problem with random demand, additional edges, and dynamic pricing. The theoretical part of the thesis introduces mathematical models of transportation. The software GAMS, which is used for the solution, is all so described. The practical part is a split among chapters and implements the described models by using real data.
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Economic applications of geometric programming
Štěpánek, Ladislav ; Dupačová, Jitka (advisor) ; Zimmermann, Karel (referee)
Geometric programming is a special case of nonlinear programming, where objective function and constraints are shaped as posynomials. In this work we introduce geometric programming and solving methods. In~last chapter we will apply the geometric programming to Cobb-Douglas production function, create a model with random demand and possible extensions of this model. Powered by TCPDF (www.tcpdf.org)
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Inventory Control Problem with Random Demand
Kopecký, Tadeáš ; Červinka, Michal (advisor) ; Kraicová, Lucie (referee)
Teorie skladu je d·ležitou součástí některých druh· podnikání. Slouží k efek- tivnímu snížení náklad· spojených s objednáváním a skladováním zboží. V této práci jsou popisovány algoritmy a modely, které jsou používány k určení optimálního pohybu zboží ve skladu. Také je prezentováno několik rozdíl- ných metod určených k předpovědi poptávky. Tyto algoritmy a metody jsou aplikovány na reálná data. Cílem je ukázat zp·sob, jakým lze dosáhnout op- timálního pohybu zboží ve skladu. Declaration of Authorship I hereby proclaim that I wrote my bachelor thesis on my own under the leadership of my supervisor and that the references include all resources and literature I have used. I grant a permission to reproduce and to distribute copies of this thesis document in whole or in part. Prague, July 22, 2014 Signature Acknowledgment I would like to express my deepest gratitude to my supervisor, RNDr. Michal ervinka, Ph.D. for helpfulness and guiding. I am also very grateful to my mother and her colleague who provided me the data for the case study. Last but not least I deeply thank to my family and friends. Without their support this thesis could have never been written. Bachelor Thesis Proposal In the thesis, the author will describe models suitable for modeling utilization of inventory capacity, material...
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Economic applications of geometric programming
Štěpánek, Ladislav ; Dupačová, Jitka (advisor) ; Zimmermann, Karel (referee)
Geometric programming is a special case of nonlinear programming, where objective function and constraints are shaped as posynomials. In this work we introduce geometric programming and solving methods. In~last chapter we will apply the geometric programming to Cobb-Douglas production function, create a model with random demand and possible extensions of this model. Powered by TCPDF (www.tcpdf.org)
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Optimization in Logistics
Huclová, Alena ; Škapa, Stanislav (referee) ; Popela, Pavel (advisor)
The thesis is focused on the optimization of models of transportation and transshipment problem with random demand, additional edges, and dynamic pricing. The theoretical part of the thesis introduces mathematical models of transportation. The software GAMS, which is used for the solution, is all so described. The practical part is a split among chapters and implements the described models by using real data.
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