Monika Ludwig, Matthias Reitzner  Home/Search
Context Related
| dmg.tuwien.ac.at/ludwig/asurface.ps Cached: PS.gz PS PDF This document uses CoBlitz to cache paper downloads. If your firewall is blocking outgoing connections to port 3125, you can use these links to download local copies.
Image Update HelpPS.gz PS PDF From: dmg.tuwien.ac.at/lud...ludwig_pub (more) (Enter author homepages) |
Rate this article:      (best)Comment on this article |
Abstract: We show that every upper semicontinuous and equi-ane invariant valuation on the space of d-dimensional convex bodies is a linear combination of ane surface area, volume and the Euler characteristic. (Update)
Cited by: More
Ellipsoids and Matrix Valued Valuations - Ludwig (2003) (Correct)
Upper Semicontinuous Valuations on the Space of Convex Discs - Ludwig (Correct)
Active bibliography (related documents): More All
2.7: A Characterization of Affine Length and Asymptotic Approximation.. - Ludwig (Correct)
1.0: A Helmholtz-Lie Type Characterization of Ellipsoids II - Gruber, Ludwig (Correct)
0.7: Asymptotic Approximation by Quadratic Spline Curves - Ludwig (Correct)
Similar documents based on text:
0.0: Unknown - (Correct)
Related documents from co-citation: More All
2: Introduction to Geometric Probability (context) - Klain, Rota
2: ache und Isoperimetrie (context) - Hadwiger, Uber et al. - 1957
2: Convex bodies: the Brunn-Minkowski theory (context) - Schneider - 1993
BibTeX entry: (Update)
M. Ludwig and M. Reitzner, A characterization of ane surface area, Adv. Math., to appear. http://citeseer.ist.psu.edu/747203.html More
@misc{ ludwig-characterization,
author = "M. Ludwig and M. Reitzner",
title = "A characterization of ane surface area",
text = "M. Ludwig and M. Reitzner, A characterization of ane surface area, Adv.
Math., to appear.",
url = "citeseer.ist.psu.edu/747203.html" }
Citations (may not include all citations):144 Convex bodies: the Brunn{Minkowski theory (context) - Schneider - 1993
94 The geometry of fractal sets (context) - Falconer - 1985
59 Lectures on functional equations and their applications (context) - Aczel - 1966
25 Introduction to geometric probability (context) - Klain, Rota - 1997
17 Aspects of approximation of convex bodies (context) - Gruber - 1993
11 ache und Isoperimetrie (context) - Hadwiger, uber et al. - 1957
8 Theory of the integral (context) - Saks - 1964
8 Valuations on convex bodies (context) - McMullen, Schneider - 1983
6 Valuations and dissections (context) - McMullen - 1993
6 Ane geometry of convex bodies (context) - Leichtwei - 1998
5 Comparisons of best and random approximation of convex bodie.. (context) - Gruber - 1997
5 New results in the theory of packing and covering (context) - Fejes, oth - 1983
4 A short proof of Hadwiger's characterization theorem (context) - Klain - 1995
3 A characterization of ane length and asymptotic approximatio.. (context) - Ludwig
3 Analytische Eigenschaften konvexer Funktionen auf Riemannsch.. (context) - Bangert - 1979
3 Extended ane surface area (context) - Lutwak - 1991
2 Equality of two representations of extended ane surface area (context) - Dolzmann, Hug - 1995
2 Contributions to ane surface area (context) - Hug - 1996
2 Selected ane isoperimetric inequalities (context) - Lutwak - 1993
2 The Santalo-regions of a convex body (context) - Meyer, Werner - 1998
2 Zur Anober ache konvexer Korper (context) - Leichtwei - 1986
2 Geominimal surface area (context) - Petty - 1974
2 Bemerkungen zur De nition einer erweiterten Anober ache von.. (context) - Leichtwei - 1989
2 Almost everywhere existence of the second di erential of a c.. (context) - Aleksandrov - 1939
2 the ane surface area (context) - Sch, On - 1993
1 uber Integralgeometrie (context) - Blaschke - 1937
1 Curvature measures of convex bodies (context) - Schneider - 1978
1 erentialgeometrie II: Ane Di erentialgeometrie (context) - Blaschke - 1923
1 The convex oating body (context) - Sch, Werner - 1990
1 Uber eine Formel Blaschkes zur Anober ache (context) - Leichtwei - 1986
1 A general geometric construction for ane surface area (context) - Werner - 1998
Documents on the same site (http://www.dmg.tuwien.ac.at/ludwig/ludwig_pub.html): More
Upper Semicontinuous Valuations on the Space of Convex Discs - Ludwig (Correct)
Asymptotic Approximation of Convex Curves; the Hausdorff Metric.. - Ludwig (Correct)
Moment Vectors of Polytopes - Ludwig (Correct)
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC