Sökning: "Delaunay"
Visar resultat 1 - 5 av 10 avhandlingar innehållade ordet Delaunay.
1. Breaking the Dimensionality Curse of Voronoi Tessellations
Sammanfattning : Considering the broadness of the area of artificial intelligence, interpretations of the underlying methodologies can be commonly narrowed down to either a probabilistic or a geometric point of view. Such separation is especially prevalent in more classical "pre-neural-network" machine learning if one compares Bayesian modelling with more deterministic models like nearest neighbors. LÄS MER
2. On Symmetries and Metrics in Geometric Inference
Sammanfattning : Spaces of data naturally carry intrinsic geometry. Statistics and machine learning can leverage on this rich structure in order to achieve efficiency and semantic generalization. Extracting geometry from data is therefore a fundamental challenge which by itself defines a statistical, computational and unsupervised learning problem. LÄS MER
3. "L'Écume serait mère encore" : "Ondes " de Guillaume Apollinaire
Sammanfattning : This dissertation concerns "Ondes" ("Waves") (1912-1914), the first section of Guillaume Apollinaire’s second collection of poems, Calligrammes (1918). "Ondes" is an important part in the poet’s production, because it was written around 1913. For Apollinaire this year is marked by an extreme creativity and a desire to find a new poetical issue. LÄS MER
4. Geometric Decompositions and Networks - Approximation Bounds and Algorithms
Sammanfattning : In this thesis we focus on four problems in computational geometry: In the first four chapters we consider the problem of covering an arbitrary polygon with simpler polygons, i.e., rectangles. LÄS MER
5. From Art Galleries to Terrain Modelling --- A Meandering Path through Computational Geometry
Sammanfattning : We give approximation and online algorithms as well as data structures for some well studied problems in computational geometry. The thesis is divided into three parts. In part one, we study problems related to guarding, exploring and searching geometric environments. LÄS MER