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ACM SIGGRAPH 2002 conference abstracts and applications, 2002
Drawing Circle borrows the traditional structure and activities of a life drawing class to explore that structure's potential for digital media. It proposes using the familiar structure of a well-lit model or still life surrounded by easels, within the Studio at SIGGRAPH.
O. Makai Smith, James Stewart
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Drawing Circle borrows the traditional structure and activities of a life drawing class to explore that structure's potential for digital media. It proposes using the familiar structure of a well-lit model or still life surrounded by easels, within the Studio at SIGGRAPH.
O. Makai Smith, James Stewart
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Random Circles and Fields on Circles.
1986Abstract : The aim is to describe the exact shapes of objects that were meant to be circles or cylinders. The shapes are modeled as random fields whose parameter spaces are the intended shapes. A specific random fields on a true circle is introduced via exponential smoothing of a random noise, on the circle, with stationary and independent increments ...
J. G. Wang, Erhan Cinlar
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ACM Communications in Computer Algebra, 2015
The sphere in 3-space has an innite number of circles through any closed point. The torus has 4 circles through any closed point. Two of these circles are known as Villarceau circles ([0]). We dene a \celestial" to be a real surface with at least 2 real circles through a generic closed point.
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The sphere in 3-space has an innite number of circles through any closed point. The torus has 4 circles through any closed point. Two of these circles are known as Villarceau circles ([0]). We dene a \celestial" to be a real surface with at least 2 real circles through a generic closed point.
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The Mathematical Gazette, 1941
Definition: ABC is a triangle; A′B′C′ is its medial triangle; L, M, N are the feet of the perpendiculars from A, B, C respectively on a straight line, σ 1
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Definition: ABC is a triangle; A′B′C′ is its medial triangle; L, M, N are the feet of the perpendiculars from A, B, C respectively on a straight line, σ 1
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Rolling Circle Replication for Biosensing, Bioimaging, and Biomedicine
Trends in Biotechnology, 2021Shuzhen Yue, Sai Bi
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