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ELLIPSOIDS ARE THE ONLY LOCAL MAXIMIZERS OF THE VOLUME PRODUCT
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- Mathematika / Volume 65 / Issue 3 / 2019
- Published online by Cambridge University Press:
- 27 February 2019, pp. 500-504
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- 2019
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CONCAVITY PROPERTIES OF EXTENSIONS OF THE PARALLEL VOLUME
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- Mathematika / Volume 62 / Issue 1 / 2016
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- 13 January 2015, pp. 266-282
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- 2016
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SHARPENING GEOMETRIC INEQUALITIES USING COMPUTABLE SYMMETRY MEASURES
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- Mathematika / Volume 61 / Issue 3 / September 2015
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- 05 December 2014, pp. 559-580
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- September 2015
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INVERSE BERNSTEIN INEQUALITIES AND MIN–MAX–MIN PROBLEMS ON THE UNIT CIRCLE
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- Mathematika / Volume 61 / Issue 3 / September 2015
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- 13 August 2014, pp. 581-590
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- September 2015
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NON-UNIQUENESS OF CONVEX BODIES WITH PRESCRIBED VOLUMES OF SECTIONS AND PROJECTIONS
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- Mathematika / Volume 59 / Issue 1 / January 2013
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- 01 August 2012, pp. 213-221
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- January 2013
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VOLUMES OF PROJECTION BODIES OF SOME CLASSES OF CONVEX BODIES
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- Mathematika / Volume 57 / Issue 2 / July 2011
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- 20 June 2011, pp. 329-353
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- July 2011
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LOCAL MINIMALITY OF THE VOLUME-PRODUCT AT THE SIMPLEX
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- Mathematika / Volume 57 / Issue 1 / January 2011
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- 13 December 2010, pp. 121-134
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- January 2011
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STABILITY OF THE PRÉKOPA–LEINDLER INEQUALITY
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- Mathematika / Volume 56 / Issue 2 / July 2010
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- 13 July 2010, pp. 339-356
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- July 2010
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ON THE MAXIMIZATION OF A CLASS OF FUNCTIONALS ON CONVEX REGIONS, AND THE CHARACTERIZATION OF THE FARTHEST CONVEX SET
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- Mathematika / Volume 56 / Issue 2 / July 2010
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- 18 May 2010, pp. 245-265
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- July 2010
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