03882ntm a22004937a 4500 000253138 CZ-PrVSE 20140205235342.0 m d cr n|||||||||| 140205s2013 xr fsbm 000 0 eng d NEZPRACOVANÝ IMPORT ABA006 cze ABA006 ABA006 Cerman, Otto ISIS:88528 dis GUI aplikace pro řešení úlohy z kooperativní teorie her eng Standalone GUI Application for Game Theory Optimization Problem [elektronický zdroj] / Otto Cerman 2013 ?? s. : digital, PDF soubor Vedoucí práce: Martin Dlouhý Diplomová práce (Ing.)—Vysoká škola ekonomická v Praze. Fakulta informatiky a statistiky, 2014 Obsahuje bibliografii Textový (vysokoškolská kvalifikační práce) Rok obhajoby 2014 Occasionally, a part of the budget of a city, company or other entity has to be allocated among its parts in the form of subsidies or other contributions. The main objective of such an entity is to find such a set of criteria and such a set of their relative weights that estimate the expected cost best. The objective of a sub-entity is subsidy maximization by influencing the criteria and their weights. From this reason, the best budget splitting is a relative term. From the mathematical point of view, such a problem belongs to mathematical optimization or mathematical programming. In this thesis, five quantitative methods are presented. Two of them set the weights without the participation of decision makers. The first allocation method is based on multiple-criteria decision-making and the second one on data envelopment analysis. Together with them, a different mathematical model with maximum and minimum weights for the set of criteria is presented. Two its modifications are discussed too. As the only one presented multi-criteria mathematical model is based on maximization of the relative and absolute profit simultaneously. The aim of this work is to study the known mathematical models for subsidy allocation problem, to invent new ones, to choose suitable ones and subsequently to implement the suitable ones into a standalone GUI application created in the Matlab environment. The presented application proposes several allocation possibilities according to different selected models using mathematical functions taken from Matlab. This user-friendly application is executable on common computers and can be used at the Magistrate of the City of Prague as a support tool in voting decision. Moreover, this application can be extended to new methods or program functions. The selected quantitative methods are used for the budget allocation problem among the city districts for real data of the City of Prague. Experimental results are discussed. Způsob přístupu: Internet ekonometrie a operační výzkum [obor dipl. práce] diplomové práce fd132022 czenas master's theses eczenas Matlab optimization game theory Dlouhý, Martin, 1970- xx0000749 ths Tichá, Michaela ISIS:53183 opn Vysoká škola ekonomická v Praze. Fakulta informatiky a statistiky kn20010709399 https://isis.vse.cz/zp/43128/podrobnosti VŠKP v InSIS https://isis.vse.cz/zp/43128 Hlavní práce https://isis.vse.cz/zp/43128/posudek/vedouci Hodnocení vedoucího https://isis.vse.cz/zp/43128/posudek/oponent/35094 Oponentura http://isis.vse.cz/zp/117550/podrobnosti dc:identifier NEPOSILAT VSKP 117550 vse43128 140205