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Economic Paradiplomacy – Spanish Experience
Skrbková, Tereza ; Peterková, Jana (advisor) ; Trávníčková, Zuzana (referee)
The diploma thesis deals with the topic of economic paradiplomacy, which connects the issues of economic diplomacy and paradiplomacy. It is focused on goals of subnational units within their economic paradiplomacy and their determination in comparison to goals in the economic diplomacy of state. The thesis puts a special emphasis on Spain and it is dedicated to two Spanish regions: Catalonia and Valencian Community. It introduces the aims and subjects of economic diplomacy of Spain, Catalonia and Valencian Community. The final chapter compares all three entities and their approach to the economic diplomacy.
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The application of universal jurisdiction in Spain
Skrbková, Tereza ; Trávníčková, Zuzana (advisor) ; Kochan, Jan (referee)
This thesis is dedicated to the topic of universal jurisdiction, although this theme is not well-known in the Czech Republic, abroad it has more attention. The universal jurisdiction is the jurisdiction based solely on the nature of crime regardless of place where the crime has been committed, of perpetrator and victim. The universal jurisdiction is used on the most serious crimes with the aim of prevention of impunity. First, the thesis is focused on the explanation and the categorization of the term of universal jurisdiction and its historical development. The second chapter introduces the legislation of universal jurisdiction in Spain. The last two chapters deal with the analysis of cases when Spain has used the universal jurisdiction and the evaluation of possible motives, which led to the application of universal jurisdiction.
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University Schedule Optimisation
Skrbková, Tereza ; Jablonský, Josef (advisor) ; Skočdopolová, Veronika (referee)
Scheduling is a practical optimisiation problem which can be solved by means of integer or binary programming methods. This paper focuses on university scheduling, in particular the schedule of the University of Economics in Prague, it is however possible to apply the results to schedules of other universities. We begin with the basics of linear programming, focusing on integer and binary programming as well as selected methods used to solve these problems. We then construct an optimisation model for the schedule of a subset of subjects based on real requirements (data 2009) and we compare the results with the actual schedule of the University of Economics in Prague. In conclusion we discuss some of the assumptions made during model development. The model is then generalised to include the entire set of subjects of the university. For the conversion of the software results into a more legible format, we include two MS Excel macros as part of this paper.
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