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National Repository of Grey Literature 2 records found  Search took 0.00 seconds. 
The Simulation Model of the Development of Pension Insurance
 Zárubová, Radka ; Dlouhý, Martin (advisor) ; Kuncová, Martina (referee)
First, this thesis introduces the system of pension insurance with state contribution including its proposed amendment made in 2009. Its aim is to forecast and to analyse expected development in pension insurance with state contribution. The main part of the thesis is focused on the simulation model of this insurance product. Within this model, annual interest on contributions is randomly generated and the amount of money a client of a hypothetical pension fund would receive is calculated. To facilitate this simulation, I programmed and attached (as a part of the thesis) an application in VBA language which enables to run this simulation in the preset number of replications. The thesis gives four examples of simulation experiments -- a simulation of pension insurance, and a simulation of pension saving, both versions both with and without contributions made by client's employer. The comparison of the expected efficiency of the both systems from the point of view of the government and a client is drawn at the end of the thesis.
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The Comparison of Efficiency of Approximate Methods for Solving Transportation Problem
 Zárubová, Radka ; Jablonský, Josef (advisor) ; Skočdopolová, Veronika (referee)
The goal of my work is to analyze difference between optimal solution and solution we get when using approximate methods (i.e. NWCM, LCM, VAM). To get necessary data, I have created an application in VBA (both for generating and solving). The application interacts with LINGO. However, its most important parts are procedures for these approximation methods which can be run separately. Therefore, after explaining necessary theory, I focus on approximation methods and explain every single code for them. The last part of my work is the mentioned comparison. In this part, I analyze difference between optimum and approximate solution for five chosen dimensions of transportation tableau. Last but not least, I study whether there is any dependence of difference on number of constrains.
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See also: similar author names
1 Zárubová, Renata
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