0000000000618600

AUTHOR

Jacques Blanc-talon

showing 2 related works from this author

Restoration of Videos Degraded by Local Isoplanatism Effects in the Near-Infrared Domain

2008

When observing a scene horizontally at a long distance in the near-infrared domain, degradations due to atmospheric turbulence often occur. In our previous work, we presented two hybrid methods to restore videos degraded by such local perturbations. These restoration algorithms take advantages of a space-time Wiener filter and a space-time regularization by the Laplacian operator. Wiener and Laplacian regularization results are mixed differently depending on the distance between the current pixel and the nearest edge point. It was shown that a gradation between Wiener and Laplacian areas improves results quality, so that only the algorithm using a gradation will be used in this article. In …

Computer engineering. Computer hardwareComputer scienceComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISIONRegularization (mathematics)Image (mathematics)Local degradationAdaptive restorationTK7885-7895symbols.namesakeSegmentationComputer visionPixelbusiness.industryWiener filterAtmospheric turbulenceImage and Video ProcessingVideo SurveillanceQA75.5-76.95Video processingElectronic computers. Computer sciencesymbolsGradationComputer Vision and Pattern RecognitionArtificial intelligenceAutomatic segmentationbusinessLaplace operatorSoftwareELCVIA: electronic letters on computer vision and image analysis
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Atmospheric Turbulence Effects Removal on Infrared Sequences Degraded by Local Isoplanatism

2007

When observing an object horizontally at a long distance, degradations due to atmospheric turbulence often occur. Different methods have already been tested to get rid of this kind of degradation, especially on infrared sequences. It has been shown that the Wiener filter applied locally on each frame of a sequence allows to obtain good results in terms of edges, while the regularization by the Laplacian operator applied in the same way provides good results in terms of noise removal in uniform areas. In this article, we present hybrid methods which take advantages of both Wiener filter and Laplacian regularization.

Mathematical optimizationsymbols.namesakeSequenceInfraredFrame (networking)Wiener filtersymbolsAtmospheric turbulenceRegularization (mathematics)Laplace operatorAlgorithmMathematicsDegradation (telecommunications)
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