Strengthened stability inequalities for mean width and ℓ-norm of convex bodies with fixed John or Löwner ellipsoids, and for convex hulls of centered isotropic measures on the sphere.
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Strengthened stability inequalities are established for mean width and ℓ-norm of origin-symmetric convex bodies under John/Löwner ellipsoid constraints, extending Barthe-Schechtman-Schmuckenschläger results with related results for isotropic measures.
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Strengthened inequalities for the mean width and the $\ell$-norm
Strengthened stability inequalities for mean width and ℓ-norm of convex bodies with fixed John or Löwner ellipsoids, and for convex hulls of centered isotropic measures on the sphere.
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Strengthened inequalities for the mean width and the $\ell$-norm of origin symmetric convex bodies
Strengthened stability inequalities are established for mean width and ℓ-norm of origin-symmetric convex bodies under John/Löwner ellipsoid constraints, extending Barthe-Schechtman-Schmuckenschläger results with related results for isotropic measures.