INdAM Workshop Analytic aspects of convexity
Rome 10 - 14 October 2016

HOME

    tetti

VENUE

PARTICIPANTS

PROGRAM

PROCEEDINGS

ACCOMMODATIONS

PHOTO



Monday 10

Tuesday 11

Wednesday 12

Thursday 13

Friday 14

9.00-9.30

Registration





9.30-10.00

9:50 Welcome

C. Haberl, Centro-affine tensor valuations

K. Boroczky, On some versions of the Minkowski problem

E. Milman, The KLS-isoperimetric conjecture - old and new

F. Barthe, Gaussian kernels also have Gaussian minimizers

10.00-10.30

A. Figalli, Quantitative stability: isoperimetric vs Brunn-Minkowski inequalities

10.30-11.00

A. Stancu, A notion of discrete centro-affine curvature

G. Livshyts, On an extension of Minkowski's theorem for measures

B. Vritsiou, On the thin-shell conjecture for the Shatten classes

A. Bernig, A Hadwiger-type theorem for non-definite orthogonal groups

11.00-11.30

Coffee break

Coffee break

Coffee break

Coffee break

Coffee break

11.30-12.00

M. Hernandez-Cifre, Bounding the integral of powered i-th mean curvatures

R. Schneider, SO(n)-covariant tensor valuations

E. Werner, On the geometry of projective tensor products

A. Koldobsky, Volume difference inequalities

W. Weil, Flag-measures and Grassmann variants

12.00-12.30

A. Litvak, On an old conjecture in convex geometry

D. Hug, Integral-geometric formulas for local tensor valued valuations

M. Reitzner, Affine invariant valuations on polytopes

S. Dann, On the average volume of sections of convex bodies

A. Volčič, A three-dimensional convex tomography problem

12.30-13.00

J. Yepes-Nicolás, On the Brunn-Minkowski inequality for the product of convex measures in Rn

L. Silverstein, Valuations on lattice polytopes

F. Dorrek, Minkowski endomorphism

V. Yaskin, Distribution functions of sections and projections of convex bodies

P. Gruber, On the front-line between convex geometry and Diophantine approximation, some remarks

13.00-14.30

Lunch

Lunch

Lunch

Lunch

Lunch

14.30-15.00

F. Mussnig, Valuations on convex functions

F. Schuster, Basic properties and examples of j-projection bodies


D. Ryabogin, On convex bodies in R5 with SU(2)-congruent 4-dimensional projections


15.00-15.30

M. Ludwig, Minkowski valuations on function spaces

G. Averkov, Sizes of extended formulations for families of polytopes


H. Pollhen, Dual curvature measures


15.30-16.00

Coffee Break

F. Besau, Weighted convex bodies and polytopal approximation


M. Saienko, Harmonic curvature measures in Euclidean spaces


16.00-16.30

R. Gardner, Symmetrizations

Coffee break


Coffee break


16.30-17.00

E. Saorín-Gómez, Characterizing properties of the Rogers-Shephard inequality




Pdf version