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Nekonečné matroidy
Böhm, Martin ; Pangrác, Ondřej (advisor) ; Loebl, Martin (referee)
We summarize and present recent results in the field of infinite matroid theory. We define and prove basic properties of infinite matroids and we discuss known classes of examples of these structures. We focus on the topic of connectivity of infinite matroids and we link some matroid properties to connectivity. The main result of this work is the proof of existence of infinite matroids with arbitrary finite connectivity, but without finite circuits or cocircuits. Powered by TCPDF (www.tcpdf.org)
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Image of religion in Bioshock. Infinite computer game
Kothera, Jiří ; Kostičová, Zuzana (advisor) ; Martínková, Libuše (referee)
Image of religion in Bioshock: Infinite computer game Master's thesis - Bc.Jiří Kothera Few mainstream computer games have caused such controversy as Bioshock: Infinite (Irrational Games, 2013). The third installment of the Bioshock series is set in the fictional city of Columbia in an alternate history of early twentieth century, which at first glance appears to be a perfect social utopia. After a while, however, the narrative begins to uncover the multilayered problems of society oppressed by a fraction of the white elite and religious fanaticism embodied by the character of Z.H.Comstock, the charismatic leader of the whole community. The popularity of the game and its stable position at the top of the various popularity charts are not only due to the attractive audiovisual processing and complex game mechanics. It is primarily a story that uses (for a mass audience product) an unprecedented amount of religious symbolism - especially Christian, historical references, polysemic story elements and the story based on the concepts of Frontier myth and American exceptionalism. This work deals with the analysis of narrative and religious-social phenomena appearing in the game, especially those that are directly related to the religious and nationalistic topics in the United States.
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Thought intersections of philosophy and mathematics
Hlavešová, Ilona ; Hogenová, Anna (advisor) ; Blažková, Miloslava (referee)
The submitted thesis addresses the ideas that are at the intersections of philosophy and mathematics. These intersections have been in the course of the history as follows: Numerical ratios, the concept of infinity, continuum partition, space specification, determinism versus randomness and exploring of the mathematics foundations with an overlap into philosophy. The results herewith presented have been achieved on the basis of the HTF lectures and seminars, available literature, my own knowledge and reasoning. The thesis documents processes of how mathematics stimulated certain philosophical principles and vice versa how mathematics was influenced by philosophical views. Last but not least, there are presented comparisons between philosophic propositions and the current mathematics and physics knowledge in the mentioned intersections.
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Nekonečné matroidy
Böhm, Martin ; Pangrác, Ondřej (advisor) ; Loebl, Martin (referee)
We summarize and present recent results in the field of infinite matroid theory. We define and prove basic properties of infinite matroids and we discuss known classes of examples of these structures. We focus on the topic of connectivity of infinite matroids and we link some matroid properties to connectivity. The main result of this work is the proof of existence of infinite matroids with arbitrary finite connectivity, but without finite circuits or cocircuits. Powered by TCPDF (www.tcpdf.org)
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