[02111] Geometric visual model for linear derivation of elliptical orbits in 3-dimensional space
Session Time & Room : 2C (Aug.22, 13:20-15:00) @F411
Type : Contributed Talk
Abstract : If visual space is defined as a 3-dimensional complex vector space, linear perspective is expressed as an L1-norm constraint with the scale. The vanishing point represents the boundary of visual space, and the L2-norm constraint indicates that visual space is a sphere. A geometric visual model that satisfies these constraints allows linear derivation of elliptical orbits. The solution is simple because it does not involve an infinite series.
