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Results: 1-9 |
Results: 9
ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .3.
Authors: GLASAUER S GRUBER PM
Citation: S. Glasauer et Pm. Gruber, ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .3., Forum mathematicum, 9(4), 1997, pp. 383-404
STABILITY OF BLASCHKE CHARACTERIZATION OF ELLIPSOIDS AND RADON NORMS
Authors: GRUBER PM
Citation: Pm. Gruber, STABILITY OF BLASCHKE CHARACTERIZATION OF ELLIPSOIDS AND RADON NORMS, Discrete & computational geometry, 17(4), 1997, pp. 411-427
A HELMHOLTZ-LIE TYPE CHARACTERIZATION OF ELLIPSOIDS .2.
Authors: GRUBER PM LUDWIG M
Citation: Pm. Gruber et M. Ludwig, A HELMHOLTZ-LIE TYPE CHARACTERIZATION OF ELLIPSOIDS .2., Discrete & computational geometry, 16(1), 1996, pp. 55-67
EXPECTATION OF RANDOM POLYTOPES
Authors: GRUBER PM
Citation: Pm. Gruber, EXPECTATION OF RANDOM POLYTOPES, Manuscripta mathematica, 91(3), 1996, pp. 393-419
A HELMHOLTZ-LIE TYPE CHARACTERIZATION OF ELLIPSOIDS .1.
Authors: GRUBER PM
Citation: Pm. Gruber, A HELMHOLTZ-LIE TYPE CHARACTERIZATION OF ELLIPSOIDS .1., Discrete & computational geometry, 13(3-4), 1995, pp. 517-527
ONLY ELLIPSOIDS HAVE CAUSTICS
Authors: GRUBER PM
Citation: Pm. Gruber, ONLY ELLIPSOIDS HAVE CAUSTICS, Mathematische Annalen, 303(2), 1995, pp. 185-194
HOW WELL CAN SPACE BE PACKED WITH SMOOTH BODIES - MEASURE THEORETIC RESULTS
Authors: GRUBER PM
Citation: Pm. Gruber, HOW WELL CAN SPACE BE PACKED WITH SMOOTH BODIES - MEASURE THEORETIC RESULTS, Journal of the London Mathematical Society, 52, 1995, pp. 1-14
ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .2.
Authors: GRUBER PM
Citation: Pm. Gruber, ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .2., Forum mathematicum, 5(6), 1993, pp. 521-538
ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .1.
Authors: GRUBER PM
Citation: Pm. Gruber, ASYMPTOTIC ESTIMATES FOR BEST AND STEPWISE APPROXIMATION OF CONVEX-BODIES .1., Forum mathematicum, 5(3), 1993, pp. 281-297
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