Geometric tomography RJ Gardner Cambridge University Press, 1995 | 2109 | 1995 |
The Brunn-Minkowski inequality R Gardner Bulletin of the American Mathematical Society 39 (3), 355-405, 2002 | 1039 | 2002 |
A positive answer to the Busemann-Petty problem in three dimensions RJ Gardner Annals of Mathematics, 435-447, 1994 | 303 | 1994 |
An analytic solution to the Busemann-Petty problem on sections of convex bodies RJ Gardner, A Koldobsky, T Schlumprecht Annals of Mathematics, 691-703, 1999 | 295 | 1999 |
The Orlicz-Brunn-Minkowski theory: a general framework, additions, and inequalities RJ Gardner, D Hug, W Weil Journal of Differential Geometry 97 (3), 427-476, 2014 | 239 | 2014 |
Intersection bodies and the Busemann-Petty problem RJ Gardner Transactions of the American Mathematical Society 342 (1), 435-445, 1994 | 210 | 1994 |
Discrete tomography: determination of finite sets by X-rays R Gardner, P Gritzmann Transactions of the American Mathematical Society 349 (6), 2271-2295, 1997 | 207 | 1997 |
On the computational complexity of reconstructing lattice sets from their X-rays RJ Gardner, P Gritzmann, D Prangenberg Discrete Mathematics 202 (1-3), 45-71, 1999 | 193 | 1999 |
Affine inequalities and radial mean bodies RJ Gardner, G Zhang American Journal of Mathematics 120 (3), 505-528, 1998 | 143 | 1998 |
On Hammer's X‐Ray Problem RJ Gardner, P McMullen Journal of the London Mathematical Society 2 (1), 171-175, 1980 | 126 | 1980 |
Operations between sets in geometry RJ Gardner, D Hug, W Weil Journal of the European Mathematical Society 15 (6), 2297-2352, 2013 | 114 | 2013 |
The dual Orlicz–Brunn–Minkowski theory RJ Gardner, D Hug, W Weil, D Ye Journal of Mathematical Analysis and Applications 430 (2), 810-829, 2015 | 104 | 2015 |
A Brunn-Minkowski inequality for the integer lattice R Gardner, P Gronchi Transactions of the American Mathematical Society 353 (10), 3995-4024, 2001 | 103 | 2001 |
Borel measures RJ Gardner, WF Pfeffer Handbook of Set Theoretic Topology,(eds. Kunen K, 1984 | 94 | 1984 |
General volumes in the Orlicz–Brunn–Minkowski theory and a related Minkowski problem I RJ Gardner, D Hug, W Weil, S Xing, D Ye Calculus of Variations and Partial Differential Equations 58 (1), 12, 2019 | 85 | 2019 |
The dual Brunn–Minkowski theory for bounded Borel sets: dual affine quermassintegrals and inequalities RJ Gardner Advances in Mathematics 216 (1), 358-386, 2007 | 84 | 2007 |
Gaussian Brunn-Minkowski inequalities R Gardner, A Zvavitch Transactions of the American Mathematical Society 362 (10), 5333-5353, 2010 | 78 | 2010 |
Convergence of algorithms for reconstructing convex bodies and directional measures RJ Gardner, M Kiderlen, P Milanfar | 72 | 2006 |
The regularity of Borel measures and Borel measure‐compactness RJ Gardner Proceedings of the London Mathematical Society 3 (1), 95-113, 1975 | 71 | 1975 |
Tomography of convex and star bodies RJ Gardner, A Volcic Advances in Mathematics 108 (2), 367-399, 1994 | 69 | 1994 |