Search Results - Daniel Hug

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  1. 101
    Integral geometry of pairs of hyperplanes or lines

    Integral geometry of pairs of hyperplanes or lines by Hug, Daniel, Schneider, Rolf

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  2. 102
    Intersections of Poisson \( k \)-flats in constant curvature spaces

    Intersections of Poisson \( k \)-flats in constant curvature spaces by Betken, Carina, Hug, Daniel, Thäle, Christoph

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  3. 103
    Reverse Alexandrov--Fenchel inequalities for zonoids

    Reverse Alexandrov--Fenchel inequalities for zonoids by Böröczky, Károly J, Hug, Daniel

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  4. 104
    Expectation of intrinsic volumes of random polytopes

    Expectation of intrinsic volumes of random polytopes by Böröczky, Károly J., Hoffmann, Lars Michael, Hug, Daniel

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  5. 105
    Poisson hyperplane processes and approximation of convex bodies

    Poisson hyperplane processes and approximation of convex bodies by Hug, Daniel, Schneider, Rolf

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  6. 106
    Kinematic formulas for tensor valuations

    Kinematic formulas for tensor valuations by Bernig, Andreas, Hug, Daniel

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  7. 107
    Splitting tessellations in spherical spaces

    Splitting tessellations in spherical spaces by Hug, Daniel, Thaele, Christoph

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  8. 108
    Does polynomial parallel volume imply convexity?

    Does polynomial parallel volume imply convexity? by Heveling, Matthias, Hug, Daniel, Last, G nter

    Published in Mathematische annalen
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  9. 109
    LARGE POISSON-VORNONI CELLS AND CROFTON CELLS

    LARGE POISSON-VORNONI CELLS AND CROFTON CELLS by Hug, Daniel, Reitzner, Matthias, Schneider, Rolf

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  10. 110
    Large Poisson-Voronoi cells and Crofton cells

    Large Poisson-Voronoi cells and Crofton cells by Hug, Daniel, Reitzner, Matthias, Schneider, Rolf

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  11. 111
    Hessian measures of semi-convex functions and applications to support measures of convex bodies

    Hessian measures of semi-convex functions and applications to support measures of convex bodies by Colesanti, Andrea, Hug, Daniel

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  12. 112
    Determination of Boolean models by mean values of mixed volumes

    Determination of Boolean models by mean values of mixed volumes by Hug, Daniel, Weil, Wolfgang

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  13. 113
    Geometric inequalities, stability results and Kendall's problem in spherical space

    Geometric inequalities, stability results and Kendall's problem in spherical space by Hug, Daniel, Reichenbacher, Andreas

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  14. 114
    Voronoi-based estimation of Minkowski tensors from finite point samples

    Voronoi-based estimation of Minkowski tensors from finite point samples by Hug, Daniel, Kiderlen, Markus, Svane, Anne Marie

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  15. 115
    Valuations on Convex Sets of Oriented Hyperplanes

    Valuations on Convex Sets of Oriented Hyperplanes by Gates, John, Hug, Daniel, Schneider, Rolf

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  16. 116
    Distance measurements on processes of flats

    Distance measurements on processes of flats by Hug, Daniel, Last, Günter, Weil, Wolfgang

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  17. 117
    Second-order properties and central limit theorems for geometric functionals of Boolean models

    Second-order properties and central limit theorems for geometric functionals of Boolean models by Hug, Daniel, Last, Günter, Schulte, Matthias

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  18. 118
    Strengthened inequalities for the mean width and the \(\ell\)-norm

    Strengthened inequalities for the mean width and the \(\ell\)-norm by Böröczky, Károly J, Fodor, Ferenc, Hug, Daniel

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  19. 119
    Mixed curvature measures of translative integral geometry

    Mixed curvature measures of translative integral geometry by Hug, Daniel, Rataj, Jan

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  20. 120
    ({\rm SO}(n)\) covariant local tensor valuations on polytopes

    ({\rm SO}(n)\) covariant local tensor valuations on polytopes by Hug, Daniel, Schneider, Rolf

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