Visual space description in Klein and Poincare models
A. M. Kovalev
Institute of Automation and Electrometry, SB RAS, Novosibirsk
E-mail: kovalev@iae.nsk.su
Pages: 49-57
Abstract
Relationships between distances in different spaces, namely, in Euclidean, visual, and also in Klein and Poincare models are found. Typical surfaces in the global structure of the isotropic visual space are shown. Functions of perceived distances in estimating the object size and distance are considered. Problems concerned with the visual space anisotropy are discussed.
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