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guang zhu 光Art. Mathematics. Code( iOS Objective C, Processing). AI. Free-Diving. Funny things :D
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Art. Mathematics. Code( iOS Objective C, Processing). AI. Free-Diving. Funny things :D
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guang zhu 光 | guangless.com Reviews
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Art. Mathematics. Code( iOS Objective C, Processing). AI. Free-Diving. Funny things :D
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guang zhu 光 › projects
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Series#3 [5 you and]. Series#3 [5 you and].
guang zhu 光 › 5 you and
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Series#3 [5 you and]. Is an example of a Reasonless Math experiment. It is based upon the mental image of the soaring tangent line, although the two visualizations are subject to the following parametric [1] equation:. Y = [r*(1 cos(1*(time1) time2)]* sin(3*(time1 time2) :. X= [r*(1 cos(1*(time1) time2])* cos(3*(time1 time2) ;. If you are reading this, it is because your browser does not support the HTML5 video element. 5 you and, data set on woodplate. 17.5 x 17.5 in. 2014.
guang zhu 光 › music-note
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Series#3 [5 you and]. X = r [2 sine(t) sine(2 t)]. Y = r [2 cosine(t) cosine(2 t)]. A fast Fourier transform (FFT) visualization testing for music performance. program the equation that takes FFT input and populate the visulization dynamically. The flowing is how you would map FFT sound to a PI enviroment and opreate accordinatly. In=minim.getLineIn(Minim.STEREO,712) / get mini. Create a loop/array that is the size of the arrange of the sound. For(int i = 0; int i = 0; i.
guang zhu 光 › exhibitions
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Series#3 [5 you and]. 北京 朝阳区 三里屯 SOHO A座十层1005. A1005，Sanlitun SOHO Building，Chaoyang District，Beijing. January 23 - February 9. An Aquarium of Equations #1. A window space installation with poetry, music stands and projections. Review by Digital Art and Invovaton. Mathematical poetry animates storefront window". Chashama Window Space Exhibition. 266 West 37th Street, New York, NY. April 20 - June 30. An Aquarium of Equations #2. 9 prints, 3 videos, 1 TV. 145 6ave. NEW YORK. Feburary 12 April 1. As day b...
guang zhu 光 › Moon like
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Series#3 [5 you and]. Throughout history, mathematicians who contributed to the study of curvature and parametric geometry were drawn to those subjects because of their inclusion of shapes reminiscent of natural forms. Antoine Picon, "Architecture and Mathematics: Between Hubris and Restraint," Architectural Design vol. 81, no. 4 (2011): pp. 28 35. Moon like, analog prints summer-set paper, 25x33 in. 2014.
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