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ELLIPSOIDS ARE THE ONLY LOCAL MAXIMIZERS OF THE VOLUME PRODUCT, Meyer, M. & Reisner, S., 2019, In: Mathematika. 65, 3, p. 500-504 5 p.
The isotropy constant and boundary properties of convex bodies, Meyer, M. & Reisner, S., 2016, In: Proceedings of the American Mathematical Society. 144, 9, p. 3935-3947 13 p.
On the volume product of planar polar convex bodies-Lower estimates with stability, Böröczky, K., Makai, E., Meyer, M. & Reisner, S., 1 Jun 2013, In: Studia Scientiarum Mathematicarum Hungarica. 50, 2, p. 159-198 40 p.
Mahler's conjecture and curvature, Reisner, S., Schütt, C. & Werner, E. M., 1 Jan 2012, In: International Mathematics Research Notices. 2012, 1, p. 1-16 16 p.
The convex intersection body of a convex body, Meyer, M. & Reisner, S., 1 Sep 2011, In: Glasgow Mathematical Journal. 53, 3, p. 523-534 12 p.
On the volume product of polygons, Meyer, M. & Reisner, S., Apr 2011, In: Abhandlungen aus dem Mathematischen Seminar der Universitat Hamburg. 81, 1, p. 93-100 8 p.
The GL-l.u.st. constant and asymmetry of the kalton-peck twisted sum in finite dimensions, Gordon, Y., Junge, M., Meyer, M. & Reisner, S., 2011, In: Proceedings of the American Mathematical Society. 139, 8, p. 2793-2805 13 p.
Local minimality of the volume-product at the simplex, Kim, J. & Reisner, S., Jan 2011, In: Mathematika. 57, 1, p. 121-134 14 p.
The case of equality for an inverse Santal functional inequality, Fradelizi, M., Gordon, Y., Meyer, M. & Reisner, S., Oct 2010, In: Advances in Geometry. 10, 4, p. 621-630 10 p.
Hausdorff approximation of 3D convex polytopes, Lopez, M. A. & Reisner, S., 16 Jul 2008, In: Information Processing Letters. 107, 2, p. 76-82 7 p.
Shadow systems and volumes of polar convex bodies, Meyer, M. & Reisner, S., Jun 2006, In: Mathematika. 53, 1, p. 129-148 20 p.
Hausdorff approximation of convex polygons, Lopez, M. A. & Reisner, S., Oct 2005, In: Computational Geometry: Theory and Applications. 32, 2, p. 139-158 20 p.
A note on a theorem of Borwein, Borwein, Fee and Girgensohn, Reisner, S., Oct 2002, In: Mathematical Inequalities and Applications. 5, 4, p. 753-754 2 p.
Linear time approximation of 3D convex polytopes, Lopez, M. A. & Reisner, S., 2002, In: Computational Geometry: Theory and Applications. 23, 3, p. 291-301 11 p.
On the best approximation by ridge functions in the uniform norm, Gordon, Y., Maiorov, V., Meyer, M. & Reisner, S., 2002, In: Constructive Approximation. 18, 1, p. 61-85 25 p.
Dropping a vertex or a facet from a convex polytope, Reisner, S., Schütt, C. & Werner, E., 2001, In: Forum Mathematicum. 13, 3, p. 359-378 20 p.
Efficient approximation of convex polygons, Lopez, M. A. & Reisner, S., Oct 2000, In: International Journal of Computational Geometry and Applications. 10, 5, p. 445-452 8 p.
A geometric proof of some inequalities involving mixed volumes, Meyer, M. & Reisner, S., 2000, In: Beitrage zur Algebra und Geometrie. 41, 2, p. 335-344 10 p.
Algorithms for Polyhedral Approximation of Multidimensional Ellipsoids, Lopez, M. A. & Reisner, S., Oct 1999, In: Journal of Algorithms. 33, 1, p. 140-165 26 p.
A special case of Mahler's conjecture, Lopez, M. A. & Reisner, S., Sep 1998, In: Discrete and Computational Geometry. 20, 2, p. 163-177 15 p.
Inequalities involving integrals of polar-conjugate concave functions, Meyer, M. & Reisner, S., 1998, In: Monatshefte fur Mathematik. 125, 3, p. 219-227 9 p.
Umbrellas and polytopal approximation of the Euclidean ball, Gordon, Y., Reisner, S. & Schütt, C., Jul 1997, In: Journal of Approximation Theory. 90, 1, p. 9-22 14 p.
Constructing a polytope to approximate a convex body, Gordon, Y., Meyer, M. & Reisner, S., Sep 1995, In: Geometriae Dedicata. 57, 2, p. 217-222 6 p.
The volume of the intersection of a convex body with its translates, Meyer, M., Reisner, S. & Schmuckenschläger, M., 1993, In: Mathematika. 40, 2, p. 278-289 12 p.
A geometric property of the boundary of symmetric convex bodies and convexity of flotation surfaces, Meyer, M. & Reisner, S., Mar 1991, In: Geometriae Dedicata. 37, 3, p. 327-337 11 p.
Characterizations of ellipsoids by section-centroid location, Meyer, M. & Reisner, S., Sep 1989, In: Geometriae Dedicata. 31, 3, p. 345-355 11 p.
Zonoids with minimal volume-product-a new proof, Gordon, Y., Meyer, M. & Reisner, S., 1 Sep 1988, In: Proceedings of the American Mathematical Society. 104, 1, p. 273-276 4 p.
Minimal volume-product in banach spaces with a 1-unconditional basis, Reisner, S., Aug 1987, In: Journal of the London Mathematical Society. s2-36, 1, p. 126-136 11 p.
Zonoids with minimal volume-product, Reisner, S., Sep 1986, In: Mathematische Zeitschrift. 192, 3, p. 339-346 8 p.
Interpolation of uniformly convex banach spaces, Cwikel, M. & Reisner, S., Apr 1982, In: Proceedings of the American Mathematical Society. 84, 4, p. 555-559 5 p.
Some geometrical properties of Banach spaces of polynomials, Gordon, Y. & Reisner, S., Mar 1982, In: Israel Journal of Mathematics. 42, 1-2, p. 99-116 18 p.
On banach spaces having the property G. L, Reisner, S., Aug 1979, In: Pacific Journal of Mathematics. 83, 2, p. 505-521 17 p.

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