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Progressive Meshes
Valachová, Michaela ; Španěl, Michal (referee) ; Herout, Adam (advisor)
This thesis introduces a representation of graphical data, progressive meshes, and its fields of usage. The main part of this work is mathematical representation of progressive meshes and the simplification algorithm, which leads to this representation. Examples of changes in progressive mesh representation are also part of this thesis, along with few examples. The result is an application that implements the calculation of the Progressive Meshes model representation
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Progressive Meshes
Zelený, Jan ; Beran, Vítězslav (referee) ; Sumec, Stanislav (advisor)
There are many highly detailed 3D objects in computer graphics today, which expect high-tech hardware equipment for rendering, storing or transmitting. One of many possible solutions of these problems is progressive mesh. It is a kind of representation of 3D objects, which can be real-time modified in sense of level of detail (LOD). Progressive meshes can also modify effectively their surface, and create geomorphs between two different levels of detail. Progressive transmitting and compressed storing are also possible with this feature.
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Progressive Meshes
Zelený, Jan ; Beran, Vítězslav (referee) ; Sumec, Stanislav (advisor)
There are many highly detailed 3D objects in computer graphics today, which expect high-tech hardware equipment for rendering, storing or transmitting. One of many possible solutions of these problems is progressive mesh. It is a kind of representation of 3D objects, which can be real-time modified in sense of level of detail (LOD). Progressive meshes can also modify effectively their surface, and create geomorphs between two different levels of detail. Progressive transmitting and compressed storing are also possible with this feature.
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Progressive Meshes
Valachová, Michaela ; Španěl, Michal (referee) ; Herout, Adam (advisor)
This thesis introduces a representation of graphical data, progressive meshes, and its fields of usage. The main part of this work is mathematical representation of progressive meshes and the simplification algorithm, which leads to this representation. Examples of changes in progressive mesh representation are also part of this thesis, along with few examples. The result is an application that implements the calculation of the Progressive Meshes model representation
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