National Repository of Grey Literature 3 records found  Search took 0.01 seconds. 
Mathematical Models of Demand
Trzaskaliková, Eva ; Půža, Bedřich (referee) ; Mezník, Ivan (advisor)
The diploma thesis deals with the analyses of demand using standard tools of engineering mathematics. Mathematical models of demand, both single and multi- factor are investigated. Elasticity of demand is applied for decision making in price policy. Problems of optimization of demand reflecting utility and budget constraints are under consideration. Constructions of demand curve and compensated demand curve are presented. The text is accompanied by illustrative examples aiming at methodical aspects of the work
The National Debt of the Czech Republic in comparison with selected states of the European Union
Baumová, Pavlína ; Severová, Lucie (advisor) ; Jitka, Jitka (referee)
The following master's thesis is focused on the evaluation of the national debt development in the Czech Republic in the period from 2003 till 2015. In the first part of the thesis, terms as national debt and national budget are explained. In addition, the process of the national budget formation is described, and the interconnection between the national debt and the national budget is discussed. Second part of the thesis is concentrated on comparison of the Czech national debt to the debts of selected European countries. Furthermore, it is argued that national budget is an important factor affecting the size of national debt. To gain more insight into such phenomena, the thesis offers two econometric models, taking into consideration selected macro-economic indicators, which might considerably influence incomes and expenses of the national budget. Based on discovered information, specific measures to reduce the negative effects of the national budget, resulting in reducing the value of national debt, are suggested.
Mathematical Models of Demand
Trzaskaliková, Eva ; Půža, Bedřich (referee) ; Mezník, Ivan (advisor)
The diploma thesis deals with the analyses of demand using standard tools of engineering mathematics. Mathematical models of demand, both single and multi- factor are investigated. Elasticity of demand is applied for decision making in price policy. Problems of optimization of demand reflecting utility and budget constraints are under consideration. Constructions of demand curve and compensated demand curve are presented. The text is accompanied by illustrative examples aiming at methodical aspects of the work

Interested in being notified about new results for this query?
Subscribe to the RSS feed.