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DYNAMIC RECONSTRUCTION OF LINEAR IMAGES USING VISUAL DATA
Satoru Takahashi* Clyde F. Martin**
* Department of Information Sciences, Tokyo Denki University,
Hatoyama-Machi, Saitama 350-0394, Japan
** Department of Mathematics and Statistics, Texas Tech
University, Lubbock, Texas 79409, U.S.A.
The theory of dynamic splines to reconstruct linear images from noisy directional data is shown in this paper. The dynamic splines that are used are periodic and are obtained by optimizing over both control and initial data.
Keywords: Optimal control, Splines, Interpolation
Session slot T-Th-E14: Control Applications of Optimisation/Area code 2d : Optimal Control
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