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Technical Program
Paper Detail
| Paper: | MP-L5.6 |
| Session: | Interpolation and Inpainting |
| Time: | Monday, October 9, 16:20 - 16:40 |
| Presentation: |
Lecture
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| Title: |
ERROR-AMENDED SHARP EDGE (EASE) SCHEMES FOR IMAGE INTERPOLATION |
| Authors: |
Youngjoon Cha; Sejong University | | | | | Seongjai Kim; Mississippi State University | | |
| Abstract: |
This article proposes a new interpolation method, called the Error-Amended Sharp Edge (EASE) scheme. EASE is a modified bilinear method which tries to amend the interpolation error in an edge-adaptive way by employing the Interpolation Error Theorem. The resulting scheme has proved to result in zoomed images having sharper edges than bilinear, $C^1$-bicubic, and $C^2$-bicubic interpolation methods. EASE is similarly efficient as cubic interpolation methods and can be implemented with ease. |
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