National Repository of Grey Literature 19 records found  1 - 10next  jump to record: Search took 0.01 seconds. 
Sculptural object in cultural -landspace reflections of not only public space
Kačírková, Pavla ; Babyrádová, Hana (referee) ; Sedlák, Jan (referee) ; Havlík, Vladimír (referee) ; Ambrůz, Jan (advisor)
The aim of the dissertation is to understand the rural environment, using the specific example of the Šarovy village, in all its uniqueness and wholeness of its built-up and rural zones. It points out the pressing problems of current landscape, such as the alienation of man and landscape, land consolidation, or bad state policy. The case study describes the activities of the citizens association Jinákrajina in the area of Šarovy and nearby villages. It describes individual activities of the citizens association (sculptures, avenues and trees, interesting places in the landscape, nature trails, events, and plans for the village), the reasons for their origination, the reactions they caused, and the consequences. The objectives of the research aim to show that it is art that can be the joining element between ecological and social approaches.
Lerch's theorem in the time-scales theory and its consequences for fractional calculus
Dolník, Matej ; Nechvátal, Luděk (referee) ; Kisela, Tomáš (advisor)
Hlavním zájmem diplomové práce je studium zobecněné nabla Laplaceové transformace na časových škálach a její jednoznačnosti, včetně důkazu jednoznačnosti a aplikace jednoznačnosti v zlomkovém kalkulu na časových škálach.
Completion of the area Údolní 53 for the Faculty of Architecture and Faculty of Fine Arts
Vrabcová, Anežka ; Malá Opletalová, Jana (referee) ; Makovský, Zdeněk (advisor)
The proposed VUT Art Campus is situated around the area of the streets Úvoz, Údolní, Tvrdého, Všetičkova and Jiříkovského. It lies in between two of the Brno’s most attractive recreational spots, Špilberk and Kraví hora. The project offers a creative solution of connecting two VUT’s faculties, the Faculty of Architecture and the Faculty of Fine Arts. An important part of the proposal is the gallery of the students’ works which also serves as a connecting element between the faculties. One of the main objectives is the creation of the Green Line originating at Špilberk and finishing at Kraví hora. As such, the campus works as a cultural point of interest on the way around the city. The whole concept aims to highlight the uniqueness of the faculties while stretching the importance of their interconnection and the need of a co-operation.
Autonomous systems of differential equations - classical vs fractional ones
Glozigová, Anna ; Zatočilová, Jitka (referee) ; Nechvátal, Luděk (advisor)
Hlavním zaměřením této práce je hlubší studium a porovnání dvou oblastí diferenciálních rovnic, kde důraz je kladen na neceločíselné řády, neboť během posledních desítek let se tato oblast nejenže stala populární, ale dokonce bylo zjištěno, že standardní přístupy řešení nenaplňují očekávání, tudíž jsou vyžadovány speciální postupy. Práce také obsahuje příklady, experimenty a simulaci pro ověření, případné vyvrácení teoretických výsledků.
Discretely normed orders of quaternionic algebras
Horníček, Jan ; Skula, Ladislav (referee) ; Kureš, Miroslav (advisor)
Tato práce shrnuje autorův výzkum v oblasti teorie kvaternionových algeber, jejich izomorfismů a maximálních řádů. Nový úhel pohledu na tuto problematiku je umožněn využitím pojmu diskrétní normy. Za hlavní výsledky práce je možná považovat důkaz jednoznačnosti diskrétní normy pro celá čísla, kvadratická rozšíření těles a řády kvaternionových algeber. Dále větu, která umožňuje mezi dvěma kvaternionovými algebrami konstruovat izomorfismy explicitně vyjádřené v maticovém tvaru. A v neposlední řadě důkaz existence nekonečně mnoha různých maximálních řádů kvaternionové algebry. Výsledky uvedené v této diplomové práci budou dále publikovány ve vědeckém článku.
Log-optimal investment
Flimmel, Samuel ; Lachout, Petr (advisor) ; Kopa, Miloš (referee)
The creation of portfolio is an important and frequent task to solve in financial sector. This paper indroduces one of mathematical models used for this problem. For studied market we assume it`s logaritmic utility function and ergodic stationarity only. The low number of assumptions makes this model quite simple and clear. In this paper we describe the model and prove some of it`s features applicable for our model. First, we analyze the case of an known market distribution and suggest an algorithm for obtaining a portfolio. Later, we analyze the case of an unknown market distribution and introduce one of the suitable methods as well. Empirical distribution helps us to gain requiered results asymptotically. Finally, we study behavior of an empirical distribution method for shorter time periods on real data simulation.
Arrow-Debreu Model of General Equilibrium
Juřena, Filip ; Červinka, Michal (advisor) ; Adam, Tomáš (referee)
Arrow-Debreu Model of General Equilibrium Filip Juřena Abstract In this thesis, we deal with the Arrow-Debreu model of general equilibrium, which is an integrated model of production, exchange and consumption. At the beginning, we present and discuss the original assumptions of the Arrow-Debreu model, i.e. the assumptions introduced by Kenneth J. Arrow and Gerard Debreu in 1954. Under these assumptions, Arrow and Debreu proved the existence of a general equilibrium. As a part of the proof, Arrow and Debreu showed that the equilibria of their model are the same as the equilibria of an abstract economy, or a generalized Nash equilibrium problem (GNEP). We describe the GNEP and look at whether there is a connection which allows to apply results developed by researchers from other disciplines to the Arrow-Debreu model. A part of the thesis is dedicated to a two-factor, two-commodity, two-consumer model, which is based on the original assumptions of Arrow and Debreu. In order to find the solution, we use a method called applied general equilibrium modelling and a software called GAMS. We examine the impact of better technology and taxes on consumers and producers. We have brief remarks on applications of the model at the end.
Limits of copyright in visual art
Sýkora, Matěj ; Holcová, Irena (advisor) ; Křesťanová, Veronika (referee)
Résumé: Limits of work of copyright in visual art This diploma thesis primarily deals with the concept of copyright work in the current Czech law and its relation towards works of contemporary visual art. The main aim of this thesis is to carry out a complex analysis of conceptual features of work of copyright under the Czech Copyright Act No. 121/2000 Coll. (including key and not always properly interpreted terms such as work of art, originality, or creativity) and then to apply these features to examples of the world's major works of visual art from the twentieth and twenty-first century. Author of this thesis tries to find out whether even specific works of visual art "meet legal requirements" imposed on works of copyright and thus may enjoy the copyright protection in the Czech legal system. It is the effort to identify boundaries between works of copyright and objects which are not under the protection of copyright law what is reflected in the title of this diploma thesis. Text of this thesis is divided into two main units. The first unit, which is the core of the thesis, is called "Limits of work of copyright", the second unit is called "Limits of appropriation". In the general part of the first unit the author tries to focus deeply on theoretical inquiry about the concept of work of copyright under...
Development Possibilities of Talented Students in Primary Schools
Pospíšilová, Jana ; Kasíková, Hana (advisor) ; Tvrzová, Ivana (referee)
This Bachelor thesis looks at the issue of talented students in regular schools, their specific educating and general status of such pupils in regular elementary school classroom. The introduction defines the notion of talent and the related requirements and historical development. It also deals with recognition of talent and points summary characteristics of talented students. The cruxes of the work are the options for schools and teachers in the educating of talented students in regular school facilities. It deals with existing programs in education and specifics contained segregated or integrated education. The focus on teaching itself is a stimulus to students how could their teachers develop the talent, build differentiated teaching and work with them in the group. The importance here is also working with parents. The conclusion is devoted to a substantial and neglected group of talented pupils with a handicap (twice exceptional) and the reflection of current state reality. KEY WORDS Talent, development, uniqueness, personality, options.
Autonomous systems of differential equations - classical vs fractional ones
Glozigová, Anna ; Zatočilová, Jitka (referee) ; Nechvátal, Luděk (advisor)
Hlavním zaměřením této práce je hlubší studium a porovnání dvou oblastí diferenciálních rovnic, kde důraz je kladen na neceločíselné řády, neboť během posledních desítek let se tato oblast nejenže stala populární, ale dokonce bylo zjištěno, že standardní přístupy řešení nenaplňují očekávání, tudíž jsou vyžadovány speciální postupy. Práce také obsahuje příklady, experimenty a simulaci pro ověření, případné vyvrácení teoretických výsledků.

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