International Journal of Digital Multimedia Broadcasting · 2010 · 14 citations · 17 references
Realistic RenderingEngineeringDepth Distortion ModelComputer-aided DesignVirtual RealityComputational PhotographyPhoto RailComputational GeometryGeometric ModelingMachine VisionMultiview Shooting Geometry3D VideoComputer Vision3D VisionNatural SciencesComputer Stereo VisionExtended RealityPerceived DepthStereoscopic Processing
A fundamental element of stereoscopic and/or autostereoscopic image production is the geometrical analysis of the shooting and viewing conditions in order to obtain a qualitative 3D perception experience. This paper firstly compares the perceived depth with the shot scene depth from the viewing and shooting geometries for a couple of shooting and rendering devices. This yields a depth distortion model whose parameters are expressed from the geometrical characteristics of shooting and rendering devices. Secondly, these expressions are inverted in order to design convenient shooting layouts yielding chosen distortions on specific rendering devices. Thirdly, this design scheme provides three shooting technologies (3D computer graphics software, photo rail, and camera box system) producing qualitative 3D content for various kinds of scenes (real or virtual, still or animated), complying with any prechosen distortion when rendered on any specific multiscopic technology or device formerly specified.
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View Synthesis for Advanced 3D Video Systems
Karsten Müller, Kristina Dix, Philipp Merkle et al. · EURASIP Journal on Image and Video Processing · 2008 · 218 citations · Full text
Ken Perlin, Salvatore Paxia, Joel Kollin · 2000 · 187 citations
Autostereoscopic Display, True Stereoscopic View, Engineering +11
<title>Controlling perceived depth in stereoscopic images</title>
Graham Jones, Delman Lee, Nicolas S. Holliman et al. · Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE · 2001 · 181 citations · Full text
Stereoscopic Camera Parameters, Machine Vision, Engineering +11