- 2024 –
awarded by International Congress of Basic Science.**Frontiers of Science Award in Mathematics** - 2022 – Featured in
(see also 2022’s biggest breakthroughs in Math video).**Quanta Magazine** - 2022-2027 – European Research Commission’s Consolidator Grant (
).*ERC-COG* - 2021 –
at the Technion.**Yitzhak Modai Academic Chair** - 2021 –
awarded by the Technion.**Morton and Beverley****Rechler Prize for Excellence in Research** - 2016 –
awarded by the Israeli Mathematical Union.**Anna and Lajos Erdős Prize in Mathematics** - 2015-2021 – European Research Commission’s Starting Grant (
).*ERC-STG* - 2013 –
awarded by the Technion.**Cooper Award for Academic Excellence** - 2011 –
of the Bi-national Science Foundation.**Bergmann Memorial Research Award** - 2010-2012 –
of the Taub Foundation.**Landau Fellowship** - 2010-2013 –
of the Israeli Council for Higher Education.**Allon Fellowship** - 2007 –
(declined).**Fulbright Post-Doctoral Scholar Award**

## Selected Publications

- E. Milman and J. Neeman, “The structure of isoperimetric bubbles in R
^{n}and S^{n}”, to appear in.**Acta Math** - E. Milman and J. Neeman, “The Gaussian Double-Bubble and Multi-Bubble Conjectures”,
. 195, 89-206, 2022.*Annals of Math* - E. Milman and A. Yehudayoff, “Sharp Isoperimetric Inequalities for Affine Quermassintegrals”,
36 (4), 1061-1101, 2023.*J. Amer. Math. Soc. (JAMS)* - F. Cavalletti and E. Milman, “The globalization theorem for the Curvature-Dimension condition”,
226, 1–137, 2021.*Invent. Math.* - E. Milman, “On the role of convexity in isoperimetry, spectral-gap and concentration”,
177 (1), 1-43, 2009.*Invent. Math.* - E. Milman, “Isoperimetric and concentration inequalities – equivalence under curvature lower bound”,
154 (2), 207-239, 2010.*Duke Math. J.* - O. Guédon and E. Milman, “Interpolating thin-shell and sharp large-deviation estimates for isotropic log-concave measures”,
21 (5), 1043-1068, 2011.*Geom. Funct. Anal. (GAFA)* - E. Milman, “Sharp Isoperimetric Inequalities and Model Spaces for Curvature-Dimension-Diameter Condition”,
17 (5), 1041–1078, 2015.*J. Eur. Math. Soc.* - E. Milman, “Centro-affine differential geometry and the log-Minkowski problem”, to appear in
*J. Eur. Math. Soc.* - A. Kolesnikov and E. Milman, “Local L
^{p}Brunn-Minkowski inequalities for p<1”,277 (1360), v+78 pp, 2022.*Mem. Amer. Math. Soc.* - A. Kolesnikov and E. Milman, “Poincaré and Brunn–Minkowski inequalities on the boundary of weighted Riemannian manifolds”,
140 (5), 1147-1185, 2018.*Amer. J. Math.* - E. Milman, “The Quasi Curvature-Dimension Condition with applications to sub-Riemannian manifolds”,
74 (12) 2628-2674, 2021.*Comm. Pure Appl. Math. (CPAM)*