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Updated: Feb 21, 2026

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How to Build a Dichoptic Presentation System That Includes an Eye Tracker
Published on: September 6, 2017
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The problem of camouflaging via mirror reflections
1Center for R&D in Mathematics and Applications, Department of Mathematics, University of Aveiro, Aveiro, Portugal.
Summary
Researchers explored near-invisibility for objects, introducing a visibility index based on light ray deviation. A lower estimate for this index was derived, dependent on object volume and size.
Area of Science:
- Geometric Optics
- Mathematical Physics
Background:
- Perfectly invisible bodies with mirror surfaces are physically impossible.
- Research is needed to find objects that approximate invisibility.
Purpose of the Study:
- Introduce a quantitative measure for object "near-invisibility."
- Derive a theoretical lower bound for this measure.
Main Methods:
- Defined a "visibility index" quantifying light ray deviation.
- Calculated a lower estimate for the visibility index.
Main Results:
- The visibility index estimate depends on the body's volume.
- The estimate is also a function of the minimal radius of a containing ball.
Conclusions:
- The derived estimate provides a starting point for understanding near-invisible bodies.
- Further research is warranted to refine these findings.
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