منابع مشابه
Cubism and Research Synthesis
Cubist art movement of fracturing objects into geometric shapes. The term cubism draws on the art critic Louis Vauxcelles’ reference to the bizarre cubes he saw in budding artwork that fragmented form into interlocking blocks. Many Cubists reduced objects into cylinders, spheres, and cones and painted them in a single plane as if all faces of an object are visible simultaneously or successively...
متن کاملVideo Cubism
We present new non-photorealistic (NPR) rendering tools for video. Inspired by the Cubist and Futurist art movements that questioned previous notions of space and time within paintings, we view an input video as a space-time cube of data, rather than a series of static frames. Our tools process the video as a whole to produce a set of stroke-solids, units for rendering that appear over multiple...
متن کاملTechniques for Interactive Video Cubism
This paper presents an interactive video visualization technique called video cubism. With this technique, video data is considered to be a block of three dimensional data where frames of video data comprise the third dimension. The user can observe and manipulate a cut plane or cut sphere through the video data. An external real-time video source may also be attached to the video cube. The vis...
متن کاملOn Cubism and Démoiselles d’ Avignon
First question: What is cubism and who were the cubists? Is it acceptable to call Picasso and Braque the “true” cubists and everyone else a “derivative” cubist? Is the distinction between “salon” cubism and “gallery” cubism more useful? For the French public in the early 20 century, the “salon” cubists were the real (and probably the only) cubists. Picasso and Braque did not participate in the ...
متن کاملUnifying Different Perspectives : From Cubism to Convolution
The mathematical notion of a manifold dates back to 1828, when Carl Friedrich Gauss established an important invariance property of surfaces while proving his Theorema Egregium. In his habilitation lecture in 1854, Bernhard Riemann intrinsically extended Gauss’s theory to manifolds of arbitrary dimension, such that they are not dependent upon the embedding in higher dimensional spaces. This is ...
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ژورنال
عنوان ژورنال: Emerging Infectious Diseases
سال: 2015
ISSN: 1080-6040,1080-6059
DOI: 10.3201/eid2102.ac2102