the relations between linear system theory and mathematical morphology are mainly understood on a pure convolution/dilation level. A formal connection on the level of differential or pseudo-differential equations is s...
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We present an improved model and theory for time-causal and time-recursive spatio-temporal receptive fields, obtained by a combination of Gaussian receptive fields over the spatial domain and first-order integrators o...
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the aim of this paper is to develop the theory, and to propose an algorithm, for morphological processing of images painted on point clouds, viewed as a length metric measure space (X, d, μ). In order to extend morph...
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Many recent methods for perspective shape from shading (SfS) are based on formulations in terms of partial differential equations (PDEs). However, while the quality of such methods steadily improves, their lacking rob...
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We tackle the problem of perspective 3D-reconstruction of Lambertian surfaces through photometric stereo, in the presence of outliers to Lambert’s law, depth discontinuities, and unknown spatiallyvarying lightings. T...
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Color image enhancement is a challenging task in digital imaging with many applications. this paper contributes to image enhancement methods. We propose a new variational model for color improvement in the RGB space b...
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Bézier curves are a widespread tool for the design of curves in Euclidian space. this paper generalizes the notion of Bézier curves to the infinite-dimensional space of images. To this end the space of image...
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In this paper we consider the problem of estimating depth maps from multiple views within a variational framework. Previous work has demonstrated that multiple views improve the depth reconstruction, and that higher o...
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We exploit recent progress on globally optimal MAP inference by integer programming and perturbation-based approximations of the log-partition function. this enables to locally represent uncertainty of image partition...
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In this work, we propose a novel way for performing operations of mathematical morphology on color images. To this end, we convert pixelwise the rgb-values into symmetric 2 × 2 matrices. the new color space can b...
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