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Volume 32, Number 2, pages 133-136 (2021)
https://doi.org/10.26830/symmetry_2021_2_133
ORTHOGRAPHIC PROJECTIONS OF HYPERCONICS
Koji Miyazaki*
* Professor Emeritus of Kyoto University, D.Eng., Kyoto 612-0803, Japan
E-mail: miyazakiijok@gmail.com
Abstract: We define quadratic hypersurfaces in n-space as sections by n-space of a hypercone in (n+1)-space. Subsequently, their orthographic projections are graphically represented for practical visual applications.
References:
Miyazaki, K. (2013) Graphic representations of multidimensional quadratic hypersurfaces. Symmetry: Culture and Science, 24, 1-4, 83-93. https://doi.org/10.26830/symmetry_2013_1_83
Miyazaki, K. (2020) Encyclopedia of Four-dimensional Graphics. Tokyo: Maruzen Publishing (in Japanese)
Miyazaki, K., Nakata, H., Shiozaki, M. (1996) Design of space structures derived from curved hypersurfaces in four-space. International Journal of Space Structures, 11, 1-2, 127-136. https://doi.org/10.1177/026635119601-219
Miyazaki, K., Ishii, M., Yamaguchi, S. (2005) Science of Higher-Dimensional Shapes and Symmetry. Kyoto: Kyoto U.P. (in Japanese).
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