Results 271 to 280 of about 460,798 (307)
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ACM SIGGRAPH Computer Graphics, 1990
A cone-sphere consists of two spheres, together with the part of the cylinder or cone tangent to the two spheres and lying between them. Cone-spheres can be rapidly rendered with shading, highlights, texture, or bump maps, and composited to create twisted or branched tubular structures.
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A cone-sphere consists of two spheres, together with the part of the cylinder or cone tangent to the two spheres and lying between them. Cone-spheres can be rapidly rendered with shading, highlights, texture, or bump maps, and composited to create twisted or branched tubular structures.
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Journal of the Optical Society of America A, 2015
While the notion of a color cone can be found in writings of Maxwell, Helmholtz, Grassmann, and other scientists of the nineteenth century, it has not been clearly defined as yet. In this paper, the color cone is understood as the set of points in the cone excitation space produced by all possible lights.
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While the notion of a color cone can be found in writings of Maxwell, Helmholtz, Grassmann, and other scientists of the nineteenth century, it has not been clearly defined as yet. In this paper, the color cone is understood as the set of points in the cone excitation space produced by all possible lights.
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TO CONE OR NOT TO CONE—THE CERVIX
Obstetrics & Gynecology, 1968W P, Singleton, F, Rutledge
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Positivity, 2008
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Cones of Potentials and H-Cones
2004This chapter is a rather special part of the book. It contains the basic elements concerning the abstract structures of cone of potential and H-cones. The prototype for the cone of potentials (resp. H-cones) will be the convex cone of all U-excessive functions (resp. of all U-excessive measures) which are finite U-a.e. (resp.
Lucian Beznea, Nicu Boboc
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A Note on Cone-in-Cone Structure
Mineralogical Magazine and Journal of the Mineralogical Society, 1895The structure called cone-in-cone attracted my attention when I was working at certain forms of jointing and spherulitic structures in rocks, and has been studied in a desultoiy fashion ever since. Moreover, the Museum of University College possesses some good specimens of cone in-cone obtained by the late Prof.
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2014
The cone and cone–rod dystrophies are a heterogeneous group of disorders, both in terms of clinical features and underlying genetic basis, that are a major cause of childhood blindness and arguably the most devastating of inherited retinal conditions due to the loss of central vision at an early stage.
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The cone and cone–rod dystrophies are a heterogeneous group of disorders, both in terms of clinical features and underlying genetic basis, that are a major cause of childhood blindness and arguably the most devastating of inherited retinal conditions due to the loss of central vision at an early stage.
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On the properties of cones and polar cones
Journal of Interdisciplinary MathematicsThe concepts of cones, polar cones, double polar cones, and pointed cones are introduced. Some properties of these cones are proved, and the topic of representation of convex cones is discussed.
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Discovery of 2D Anisotropic Dirac Cones
Advanced Materials, 2018Koji Miyamoto, Jin Zhang, Cai Cheng
exaly
Structure of cone photoreceptors
Progress in Retinal and Eye Research, 2009Krzysztof Palczewski, Debarshi Mustafi
exaly