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The Hadwiger Theorem on Convex Functions, I
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2024
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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Geometric valuation theory
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2023
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Monika Ludwig
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Valuations on Convex Bodies and Functions
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2023
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Monika Ludwig
Fabian Mussnig
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Convex Geometry
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2023
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Shiri Artstein-Avidan
Gabriele Bianchi
Andrea Colesanti
Paolo Gronchi
Daniel Hug
Monika Ludwig
Fabian Mussnig
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Valuations on Convex Bodies and Functions
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2023
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Monika Ludwig
Fabian Mussnig
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The Hadwiger theorem on convex functions, IV: The Klain approach
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2022
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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PDF
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Affine fractional $$L^p$$ Sobolev inequalities
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2022
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Julián Haddad
Monika Ludwig
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PDF
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The Hadwiger theorem on convex functions, III: Steiner formulas and mixed Monge–Ampère measures
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2022
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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The Hadwiger theorem on convex functions, IV: The Klain approach
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2022
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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Affine Fractional Sobolev and Isoperimetric Inequalities
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2022
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Julián Haddad
Monika Ludwig
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Affine fractional $L^p$ Sobolev inequalities
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2022
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Julián Haddad
Monika Ludwig
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Affine Hardy--Littlewood--Sobolev inequalities
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2022
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Julián Haddad
Monika Ludwig
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PDF
Chat
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Geometric valuation theory
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2021
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Monika Ludwig
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Geometric valuation theory
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2021
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Monika Ludwig
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The Hadwiger theorem on convex functions, II: Cauchy-Kubota formulas
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2021
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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A homogeneous decomposition theorem for valuations on convex functions
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2020
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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PDF
Chat
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Hessian valuations
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2020
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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The Hadwiger theorem on convex functions, I
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2020
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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PDF
Chat
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Minkowski valuations on lattice polytopes
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2018
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Károly J. Böröczky
Monika Ludwig
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Hessian valuations.
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2017
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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PDF
Chat
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Minkowski valuations on convex functions
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2017
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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Tensor valuations on lattice polytopes
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2017
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Monika Ludwig
Laura Silverstein
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PDF
Chat
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Valuations on Convex Functions
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2017
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Andrea Colesanti
Monika Ludwig
Fabian Mussnig
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Weighted floating bodies and polytopal approximation
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2017
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Florian Besau
Monika Ludwig
Elisabeth M. Werner
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PDF
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Valuations on Lattice Polytopes
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2017
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Károly J. Böröczky
Monika Ludwig
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PDF
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SL(n) Invariant Valuations on Polytopes
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2016
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Monika Ludwig
Matthias Reitzner
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PDF
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Convex Geometry and its Applications
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2016
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Franck Barthe
Martin Henk
Monika Ludwig
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Institute of Discrete Mathematics and Geometry
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2015
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Monika Ludwig
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Research Group for Convex and Discrete Geometry
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2015
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Monika Ludwig
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PDF
Chat
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Anisotropic fractional perimeters
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2014
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Monika Ludwig
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Anisotropic fractional Sobolev norms
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2013
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Monika Ludwig
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Convex Geometry and its Applications
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2013
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Keith Ball
Martin Henk
Monika Ludwig
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Covariance matrices and valuations
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2013
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Monika Ludwig
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Anisotropic fractional perimeters
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2013
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Monika Ludwig
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Asymptotic Geometric Analysis
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2013
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Monika Ludwig
Vitali Milman
Vladimir Pestov
Nicole Tomczak-Jaegermann
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Valuations on Sobolev spaces
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2012
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Monika Ludwig
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Valuations on convex bodies and Sobolev spaces
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2012
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Monika Ludwig
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Valuations on function spaces
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2011
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Monika Ludwig
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Fisher information and matrix-valued valuations
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2010
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Monika Ludwig
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PDF
Chat
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Minkowski Areas and Valuations
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2010
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Monika Ludwig
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Convex Geometry and its Applications
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2010
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Keith Ball
Martin Henk
Monika Ludwig
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PDF
Chat
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A classification of SL(<i>n</i>) invariant valuations
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2010
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Monika Ludwig
Matthias Reitzner
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Sharp convex Lorentz–Sobolev inequalities
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2010
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Monika Ludwig
Jie Xiao
Gaoyong Zhang
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PDF
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General affine surface areas
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2010
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Monika Ludwig
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A classification of SL(n) invariant valuations
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2010
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Monika Ludwig
Matthias Reitzner
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Intersection bodies and valuations
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2006
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Monika Ludwig
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PDF
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Elementary Moves on Triangulations
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2006
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Monika Ludwig
Matthias Reitzner
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VALUATIONS IN THE AFFINE GEOMETRY OF CONVEX BODIES
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2006
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Monika Ludwig
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PDF
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Approximation of the Euclidean ball by polytopes
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2006
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Monika Ludwig
Carsten Schütt
Elisabeth M. Werner
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A characterization of Lp intersection bodies
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2006
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Christoph Haberl
Monika Ludwig
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PDF
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Minkowski valuations
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2004
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Monika Ludwig
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Ellipsoids and matrix-valued valuations
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2003
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Monika Ludwig
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Projection bodies and valuations
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2002
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Monika Ludwig
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Valuations on Polytopes Containing the Origin in Their Interiors
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2002
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Monika Ludwig
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Valuations on Polytopes Containing the Origin in Their Interiors
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2002
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Monika Ludwig
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Asymptotic Approximation by Quadratic Spline Curves
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2002
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Monika Ludwig
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MOMENT VECTORS OF POLYTOPES
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2002
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Monika Ludwig
Peter M. Gruber
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On the Semicontinuity of Curvature Integrals
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2001
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Monika Ludwig
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On the Semicontinuity of Curvature Integrals
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2001
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Monika Ludwig
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None
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2000
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Monika Ludwig
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PDF
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A characterization of affine length and asymptotic approximation of convex discs
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1999
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Monika Ludwig
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A Characterization of Affine Surface Area
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1999
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Monika Ludwig
Matthias Reitzner
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PDF
Chat
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Asymptotic approximation of smooth convex bodies by general polytopes
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1999
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Monika Ludwig
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Approximation of Convex Bodies and a Momentum Lemma for Power Diagrams
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1999
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Károly J. Böröczky
Monika Ludwig
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Asymptotic approximation of convex curves; the Hausdorff metric case
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1998
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Monika Ludwig
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PDF
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A Helmholtz-Lie type characterization of ellipsoids, II
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1996
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Peter M. Gruber
Monika Ludwig
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Asymptotic approximation of convex curves
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1994
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Monika Ludwig
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