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Advanced Editor of 3D Scene
Bišof, Martin ; Žák, Pavel (referee) ; Přibyl, Jaroslav (advisor)
This work describes important periods of making application on editing 3D scene. It concerns a program which makes possible visualization of objects and simulation graphic scene. The introduction of this document is dedicated to theorical analysis, which is oriented on objects presentation in computer graphic with detailed orientation on Boundary Representation. The following chapter is about transformations and manipulators. Design part introduces basic problems and apprises with exercise solutions on general level. In the part of the implementation, we find detailed description of actual solution for particular phase of proposal. It states description of advanced camera system and transformation of objects by the help of graphic manipulators. The next chapter discuss implement effects, modifications and solution for graphical user interface.
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Use of OpenGL from Java
Herich, Martin ; Vanek, Juraj (referee) ; Navrátil, Jan (advisor)
The work deals with use of OpenGL library for 3D graphics rendering in Java programming language. It aims at project Java OpenGL (JOGL), which is the reference implementation for OpenGL in Java. Demonstration application presents base capabilities of rendering three-dimensional graphics in OpenGL such as boundary representation, lighting, texture mapping and interoperability between Java and OpenGL.
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Manipulation with Implants 3D Models for Medical Surgery Planning
Bišof, Martin ; Štancl, Vít (referee) ; Kršek, Přemysl (advisor)
This thesis describes development and solution of application for planning and simulation of medical surgeries. The documentary part begins with the theoretical principles, which are focused on representation of objects in computer graphics with closer look at the boundary representation. The following part focuses on the theoretical analysis of transformations and manipulators, which will be implemented in the program. The design part of the thesis briefly introduces chosen systematic solutions and informs us on the abstract level with the issues of the whole project. Implementation includes solved tasks according to the assignment from the choice of the implants through transformation of the models to manipulation with cameras. The practical part is documented in the connection to the theoretical knowledge and is developed with the view of the given proposal.
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Polygonal Models Smoothing
Svěchovský, Radek ; Švub, Miroslav (referee) ; Kršek, Přemysl (advisor)
Object digitizing or 3D model transformation into surface representation brings defects in the form of noise. This thesis analyses the well-known approaches to the noise elimination from polygonal models. The reader will be concerned with the fundamental principles of smoothing and foremost the results of the comparison of different methods including Laplace method, algorithm Laplace-HC, Taubin's low-pass filter and bilateral filter.
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Noncommutative Choquet theory
Šišláková, Jana ; Spurný, Jiří (advisor) ; Hamhalter, Jan (referee)
- ABSTRACT - Noncommutative Choquet theory Let S be a linear subspace of a commutative C∗ -algebra C(X) that se- parates points of C(X) and contains identity. Then the closure of the Choquet boundary of the function system S is the Šilov boundary relati- ve to S. In the case of a noncommutative unital C∗ -algebra A, consider S a self-adjoint linear subspace of A that contains identity and generates A. Let us call S operator system. Then the noncommutative formulation of the stated assertion is that the intersection of all boundary representa- tions for S is the Šilov ideal for S. To that end it is sufficient to show that S has sufficiently many boundary representations. In the present work we make for the proof of that this holds for separable operator system.
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Generic algorithms for polygonal mesh manipulation
Hmíra, Peter ; Kolomazník, Jan (advisor) ; Dupej, Ján (referee)
This bachelor thesis analyses algorithms working with the volume data, especially the triangle or polygon mesh. The results of the analysis are applied in the design of the generic library which can be templated with any implementa- tion of mesh satisfying requirements of the library. The library is written in C++ using the norm C++11 with assistance of the boost library. The choice of the programming language is supported by the strong emphasis on the run-time per- formance as well as the capabilities of C++ to analyze a templated code during the compile-time. Later in thesis is described the implemenation of the library, usage of the algorithms and their concepts, the purpose of the adapters - tools that allow to run algorithms over such an implementation of the mesh that is not properly designed for the algorithm. The technique used in the development of this library can be later applied in the library developement, thus adding new algorithms to the library.
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Generic algorithms for polygonal mesh manipulation
Hmíra, Peter ; Kolomazník, Jan (advisor) ; Dupej, Ján (referee)
This bachelor thesis analyses algorithms working with the volume data, especially the triangle or polygon mesh. The results of the analysis are applied in the design of the generic library which can be templated with any implementa- tion of mesh satisfying requirements of the library. The library is written in C++ using the norm C++11 with assistance of the boost library. The choice of the programming language is supported by the strong emphasis on the run-time per- formance as well as the capabilities of C++ to analyze a templated code during the compile-time. Later in thesis is described the implemenation of the library, usage of the algorithms and their concepts, the purpose of the adapters - tools that allow to run algorithms over such an implementation of the mesh that is not properly designed for the algorithm. The technique used in the development of this library can be later applied in the library developement, thus adding new algorithms to the library.
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Noncommutative Choquet theory
Šišláková, Jana ; Spurný, Jiří (advisor) ; Hamhalter, Jan (referee)
- ABSTRACT - Noncommutative Choquet theory Let S be a linear subspace of a commutative C∗ -algebra C(X) that se- parates points of C(X) and contains identity. Then the closure of the Choquet boundary of the function system S is the Šilov boundary relati- ve to S. In the case of a noncommutative unital C∗ -algebra A, consider S a self-adjoint linear subspace of A that contains identity and generates A. Let us call S operator system. Then the noncommutative formulation of the stated assertion is that the intersection of all boundary representa- tions for S is the Šilov ideal for S. To that end it is sufficient to show that S has sufficiently many boundary representations. In the present work we make for the proof of that this holds for separable operator system.
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Manipulation with Implants 3D Models for Medical Surgery Planning
Bišof, Martin ; Štancl, Vít (referee) ; Kršek, Přemysl (advisor)
This thesis describes development and solution of application for planning and simulation of medical surgeries. The documentary part begins with the theoretical principles, which are focused on representation of objects in computer graphics with closer look at the boundary representation. The following part focuses on the theoretical analysis of transformations and manipulators, which will be implemented in the program. The design part of the thesis briefly introduces chosen systematic solutions and informs us on the abstract level with the issues of the whole project. Implementation includes solved tasks according to the assignment from the choice of the implants through transformation of the models to manipulation with cameras. The practical part is documented in the connection to the theoretical knowledge and is developed with the view of the given proposal.
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Polygonal Models Smoothing
Svěchovský, Radek ; Švub, Miroslav (referee) ; Kršek, Přemysl (advisor)
Object digitizing or 3D model transformation into surface representation brings defects in the form of noise. This thesis analyses the well-known approaches to the noise elimination from polygonal models. The reader will be concerned with the fundamental principles of smoothing and foremost the results of the comparison of different methods including Laplace method, algorithm Laplace-HC, Taubin's low-pass filter and bilateral filter.
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