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Clifford SingerDouble Generation of Hypocycloid. r1= R-r2024
2024
$1,200
£927.21
€1,071.94
CA$1,695.69
A$1,901.83
CHF 995.96
MX$23,109.03
NOK 12,646.98
SEK 11,990.23
DKK 8,001.47
About the Item
Double Generation of Hypocycloid. r1= R-r. 2024. Is a continuation of Hypocycloid and Spirals.
- Creator:Clifford Singer (1955, American)
- Creation Year:2024
- Dimensions:Height: 24 in (60.96 cm)Width: 24 in (60.96 cm)Depth: 1.5 in (3.81 cm)
- More Editions & Sizes:Edition of 50Price: $1,200
- Medium:
- Movement & Style:
- Period:
- Condition:
- Gallery Location:Henderson, NV
- Reference Number:1stDibs: LU2321215282272
Clifford Singer
CLIFFORD SINGER Clifford Singer is an American Postwar & Contemporary artist who was born in Great Neck, New York on May 19, 1955. Having been an original New York Soho based artist for most of his life now lives and works in Henderson, Nevada. Singer is a skilled and well-known artist who is celebrated for his unique geometry-inspired artworks. He has created paintings, sculptures, prints, and front covers that are inspired by geometric thought and vision in excess of 45 years. Get to know the man behind the stunning and monumental work. He has published papers and lectured widely on his work from University of Oxford, England, U. of C. Berkeley, CA, Rice University, TX, and the Bridges Organization to name a few. Singer is represented in the collections of the Aldrich Museum of Contemporary Art, AT&T, Boca Raton Museum of Art, Bridges Organization, Citibank, General Electric Company, General Instrument Corporation, IBM Corporation, Lincoln Center/List Art Posters, McGraw Hill, NY, Mobil Oil Corporation, Museum of Graphic Arts, Tokyo, MOMA, NY, Mondriaanhuis-Amersfoort, Reader’s Digest, Revlon, Texaco, Trinity University, TX, TRW, US Trust Company, and Xerox Publishing Group among many. Singer has academic degrees from Great Neck South Senior High School, New York, HSD, Alfred University, New York, B.F.A.; The City College, CUNY, New York, M.F.A.; Singer also holds Secondary Pedagogical Licenses in Art and Mathematics.
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