TL;DR
This paper introduces a mathematical framework for creating view-dependent holographic images through controlled specular reflections, enabling novel holographic forms by shaping surfaces based on differential equations.
Contribution
It presents the governing differential equation for specular surface shapes and demonstrates how to construct solutions for various motion, lighting, and fabrication scenarios.
Findings
Derived the differential equation for specular holography surfaces
Constructed solutions for different motion and lighting conditions
Enabled new forms of holography through surface shaping
Abstract
By tooling an spot-illuminated surface to control the flow of specular glints under motion, one can produce holographic view-dependent imagery. This paper presents the differential equation that governs the shape of the specular surfaces, and illustrates how solutions can be constructed for different kinds of motion, lighting, host surface geometries, and fabrication constraints, leading to some novel forms of holography.
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