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	Kant's Categorical Imperativ and its Critique by Nineteenth Century Philosophers Vašků, Kateřina ; Blažková, Miloslava (advisor) ; Hogenová, Anna (referee) Diploma thesis "Kant's Categorical Imperative and Its Critique by Nineteenth Century Philosophers" deals with a question of Kant's fundamental principle known as the Categorical Imperative or Moral Law. The aim of this work is at first to discuss two other moral principles because of their great impact on Kant seeking the moral principle. These are Hume's moral code called Moral sense and Rousseau' moral views relating to the freedom of individuals. Secondly, to find out how both moral theories did inspire Immanuel Kant. It is necessary to explain strengths of Kant's Formula of the Categorical Imperative especially to emphasise its objectivity and universality. Then the purpose is to show Kant's influence on moral thinking in the nineteenth century. It is necessary to mention philosophers such as Johan Gottlieb Fichte and Bernard Bolzano who focused on critique of the Categorical Imperative. Detailed record
	E-learning course of the use of computer algebra systems in mathematics education KANDUS, Václav This thesis deals with the topic of Computer Algebraic Systems (i.e. CAS). Its first part analyses and compares the freely available CAS programs regarding both the propects of development and user suitability of this particular application for a secondary school or a university (i.e. bachelor) student. The second part of the thesis concerns with certain theoretical points that are subsequently followed by more practical ones where the main objective is to propose and to put into practice individual course components, including the preparation of a~specific working environment which the course would be implemented in. The third (i.e last) part describes and accounts for particular selections made during the outline and realization of the e-learning course. Detailed record
	Matematický systém Maxima a jeho možné využití ve výuce na Fakultě managementu Hirš, Jan ; Jelínek, Jiří (advisor) V práci je zkoumán, testován a hodnocen matematický program Maxima. Je zde obsaženo základní srovnání programu s nejznámějším matematickým softwarem. Dále je zde podrobný popis vlastního programu Maxima,jeho jednotlivých aspektů a charakteristik. V neposlední řadě práce obsahuje podrobný popis jednotlivých funkcí programu Maxima, v rámci srovnávání se současně používaným softwarem Derive, včetně praktických ukázek. Detailed record

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