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Multifunctional House, Prague street Orebická, technological phase finishing
Karásek, Roman ; Rychtecký, Martin (referee) ; Kovářová, Barbora (advisor)
The bachelor thesis deals with final works of multifunctional house. The building located in the Prague on the Orebická Street, is completely new building of 20 flats and underground parking and ground floor store. The aim of this thesis is to analyse the budget for the technological phase and timeframe. Also discussed are technological regulations concerning plastering, flooring and tiling. The author recommends construction machines, building site planning, storage of materials and safety at work including minimalising the impact on the environment.
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Performance Engineering of Stencils Optimization in Geometric Multigrid
Janalík, Radim ; Šátek, Václav (referee) ; Kunovský, Jiří (advisor)
V této práci představujeme blokovou metodu pro zlepšení lokality v cache paměti u výpočtů typu stencil a dva nástroje, Pluto a PATUS, které tuto metodu používají ke generování optimalizovaného kódu. Provádíme různá měření a zkoumáme zrychlení výpočtu při použití různých optimalizací. Nakonec implementujeme vyhlazovací krok v multigridu s různými optimalizacemi a zkoumáme jak se tyto optimalizace projeví na výkonu multigridu.
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Namesti Miru in Brno improvement and completion
Juříček, Pavel ; Štěpánek, Martin (referee) ; Kratochvíl, Jan (advisor)
The appearance of Namesti Miru has been unsuitable for a long time with many functional and aesthetic problems. The proposal addresses the use of public space and transforms it into a dignified square, which forms the heart of the Masaryk district. At the same time, the project combines the functionality of the transport hub with the maximum use of public space. The building in the southern part of the square responds to the demands of the inhabitants and accommodates both administrative and residential functions and the cultural activities of visitors. The building creates a semi-public space with plenty of greenery. The architectural and urban design of the building responds to the surrounding area and refers to the history of the Masaryk district.
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Tiling problems in combinatorics
Dvořáková, Tereza ; Slavík, Antonín (advisor) ; Halas, Zdeněk (referee)
The thesis represents a collection of solved problems concerned with covering planar shapes (mostly rectangles with integer sides) by tiles known as polyominoes (e.g., domi- noes, trominoes, tetrominoes, etc.). In most cases, the goal is to find a tiling or to prove that no such tiling exists. In more difficult problems, the task is to deduce conditions for the rectangle to be tileable by specified polyominoes. The last chapter is devoted to calcu- lating the number of all possible tilings of the specified rectangle.
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Namesti Miru in Brno improvement and completion
Juříček, Pavel ; Štěpánek, Martin (referee) ; Kratochvíl, Jan (advisor)
The appearance of Namesti Miru has been unsuitable for a long time with many functional and aesthetic problems. The proposal addresses the use of public space and transforms it into a dignified square, which forms the heart of the Masaryk district. At the same time, the project combines the functionality of the transport hub with the maximum use of public space. The building in the southern part of the square responds to the demands of the inhabitants and accommodates both administrative and residential functions and the cultural activities of visitors. The building creates a semi-public space with plenty of greenery. The architectural and urban design of the building responds to the surrounding area and refers to the history of the Masaryk district.
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Prague metro as a place for geological excursions
Pekárovics, František ; Matějka, Dobroslav (advisor) ; Klomínský, Josef (referee)
Pražské metro jako prostor pro realizaci geologických exkurzí Abstract: The aim of this diploma thesis is to evaluate and explore the potential of the tiling materials used in the Prague metro and to create guidelines suitable for organizing geological excursions. Ysdfvwavweefawfbaljehbrrkvjasdhbflavjsdhbf alskdjfbalksjdfnaůksjdnaůkjsdfnaůksjsa Sdfasdfasdfasfavsdfvaskedjfnalksjdfnca weuifhmacskdjfmcapisdjfcaksdjnfcamůskdjfnmacsdkjfnmacůskjdfmnacůs kdjfmnaclskdjfnmacůskdjfnacf askdjfaůksjdf nasdkfjn askdjfn aůksjdnf aůskjdfn aůkjsdf akjsdn fakůjsd fnaůksjdfnaůksrjng adg
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Tiling problems in combinatorics
Dvořáková, Tereza ; Slavík, Antonín (advisor) ; Halas, Zdeněk (referee)
The thesis represents a collection of solved problems concerned with covering planar shapes (mostly rectangles with integer sides) by tiles known as polyominoes (e.g., domi- noes, trominoes, tetrominoes, etc.). In most cases, the goal is to find a tiling or to prove that no such tiling exists. In more difficult problems, the task is to deduce conditions for the rectangle to be tileable by specified polyominoes. The last chapter is devoted to calcu- lating the number of all possible tilings of the specified rectangle.
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Dissections of triangles and distances of groups
Szabados, Michal ; Drápal, Aleš (advisor) ; Klazar, Martin (referee)
Denote by gdist(p) the least number of cells that have to be changed to get a latin square from the table of addition modulo prime p. A conjecture of Drápal, Cavenagh and Wanless states that there exists c > 0 such that gdist(p) ≤ c log(p). In this work we prove the conjecture for c ≈ 7.21, and the proof is done by constructing a dissection of an equilateral triangle of side n into O(log(n)) equilateral triangles. We also show a proof of the lower bound c log(p) ≤ gdist(p) with improved constant c ≈ 2.73. At the end of the work we present computational data which suggest that gdist(p)/ log(p) ≈ 3.56 for large values of p.
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Multifunctional House, Prague street Orebická, technological phase finishing
Karásek, Roman ; Rychtecký, Martin (referee) ; Kovářová, Barbora (advisor)
The bachelor thesis deals with final works of multifunctional house. The building located in the Prague on the Orebická Street, is completely new building of 20 flats and underground parking and ground floor store. The aim of this thesis is to analyse the budget for the technological phase and timeframe. Also discussed are technological regulations concerning plastering, flooring and tiling. The author recommends construction machines, building site planning, storage of materials and safety at work including minimalising the impact on the environment.
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Performance Engineering of Stencils Optimization in Geometric Multigrid
Janalík, Radim ; Šátek, Václav (referee) ; Kunovský, Jiří (advisor)
V této práci představujeme blokovou metodu pro zlepšení lokality v cache paměti u výpočtů typu stencil a dva nástroje, Pluto a PATUS, které tuto metodu používají ke generování optimalizovaného kódu. Provádíme různá měření a zkoumáme zrychlení výpočtu při použití různých optimalizací. Nakonec implementujeme vyhlazovací krok v multigridu s různými optimalizacemi a zkoumáme jak se tyto optimalizace projeví na výkonu multigridu.
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