Arnaud Marsiglietti (University of Florida).
" Geometric and Functional Inequalities for Log-Concave Probability Sequences"
PDF,
VIDEO.
Ron Peled (Tel Aviv University).
"Site percolation on planar graphs and circle packings."
VIDEO.
Duncan Dauvergne (Princeton University).
"The Archimedean limit of random sorting networks."
PDF,
VIDEO.
SPRING BREAK
SPRING BREAK
Gabriele Bianchi (University of Florence)
"Rearrangements, smoothing set maps and inequalities."
PDF,
VIDEO.
Ning Zhang (Huazhong University of Science and Technology)
" Bodies with congruent conic sections or non-central sections in higher dimension."
PDF,
VIDEO.
Anna Ben-Hamou (Sorbonne University)
"Mixing times of random walks on random graphs."
PDF,
VIDEO.
No seminar (sorry).
Workshop: "High dimensional measures: geometric and probabilistic aspects."
Workshop: "High dimensional measures: geometric and probabilistic aspects."
Universities of Bremen and Murcia zoom conference “Current trends in Convex Geometry.”
Universities of Bremen and Murcia zoom conference “Current trends in Convex Geometry.”
Fedor Nazarov (Kent State University).
"One simple counterexample in graph theory".
VIDEO.
Karoly Boroczky (Alfred Renyi Institute of Mathematics)
Stability of the solution of the Logarithmic Minkowski problem.
PDF,
VIDEO.
Katerina Tatarko (University of Alberta, Edmonton)
Unique determination of ellipsoids by their dual volumes.
PDF,
VIDEO.
Balint Virag (University of Toronto)
On Wigner semicircle law.
VIDEO.
Workshop: High dimensional spatial random systems."
Balint Virag (University of Toronto)
"Introduction to random plane geometry.”
PDF,
VIDEO.
Yuval Peres
Stable matchings in high dimensions via the Poisson-weighted infinite tree.
PDF,
VIDEO.
Alexander P. Zimin (National Research University Higher School of Economics).
The multi-dimensional Monge-Kantorovich problem with the
repulsive harmonic cost.
PDF,
VIDEO.
Asaf Nachmias (Tel Aviv University)
The Dirichlet problem for orthodiagonal maps.
PDF,
VIDEO.
Stanislav Volkov (Lund University)
About discrete Bak-Sneppen model.
Zsolt Langi (Budapest University of Technology)
On some problems of Conway and Guy on monostable polyhedra.
PDF,
VIDEO.
Konstantyn Drach (Aix-Marseille Universite, Marseille, France).
How to fight flat pancakes using curvature.
PDF,
VIDEO.
Fedor Nazarov (Kent State University).
The solution of the zero sum subset problem (after Vsevolod
F. Lev, Janos Nagy, and Peter Pal Pach).
VIDEO.
Arpad Kurusa (Bolyai Institute of Mathematics at University of Szeged).
"Boundary-metric rigidity of projective metrics".
PDF,
VIDEO.
Christoph Thäle (Ruhr-University Bochum)
„Random polytopes and the joys of random projections“
PDF,
VIDEO.
Christoph Thäle (Ruhr-University Bochum)
„Random polytopes and the joys of random projections“
PDF,
VIDEO.
NO SEMINAR - Thanksgiving
NO SEMINAR - Thanksgiving
Brett Wick (Washington University in St. Louis)
“Commutators and Bounded Mean Oscillation.”
PDF,
VIDEO.
Peter Pivovarov (University of Missouri, Columbia).
“Stochastic forms of Brunn's principle.”
NO SEMINAR - Veterans Day
James Melbourne (University of Minnesota)
"Bernoulli Sums and Renyi Entropy Inequalities"
PDF,
VIDEO.
Andrea Colesanti (Università degli Studi di Firenze)
"The Hadwiger theorem for convex functions."
PDF,
VIDEO.
Liran Rotem (Techinion)
"Riesz Representation Theorem for Log-Concave Functions”
PDF,
VIDEO.
Sergii Myroshnychenko (University of Alberta, Edmonton)
"On shape recognition of convex bodies."
PDF,
VIDEO.
Igor Tsiutsiurupa (MIPT)
"Functional Löwner Ellipsoids"
PDF,
VIDEO.
Alexandr Polyanskii (MIPT)
"A cap covering theorem"
PDF,
VIDEO.
Pierre Youssef (NYU)
"Matrix Poincaré inequalities and concentration"
PDF,
VIDEO.
Dan Romik (UC Davis).
"A new conjecture on random sorting networks and Tracy-Widom asymptotics."
PDF,
VIDEO.
Dan Romik (UC Davis).
"The moving sofa problem: a challenge for geometers."
PDF,
VIDEO.
Alon Nishry (Tel Aviv University).
"Random analytic functions of Bounded Mean Oscillation.”
PDF,
VIDEO.
Edgardo Roldán Pensado (UNAM).
"Mass partition problems."
PDF,
VIDEO.
Arnaud Marsiglietti (University of Florida).
"Entropic CLT for Smoothed Convolutions and Associated Entropy Bounds"
PDF,
VIDEO.
Dan Volok (Kansas State University).
"Zeros of discrete analytic polynomials"
PDF,
VIDEO.
Luis C. García Lirola (University of Zaragoza)
The Weak Maximizing Property and asymptotic geometry of Banach spaces
PDF,
VIDEO.
Mokshay Madiman (University of Delaware)
"The regularization effect of some natural Markov semigroups."
PDF,
VIDEO.
Michael Roysdon (Tel Aviv University)
$L_p$ Brunn-Minkowski inequalities for s-concave measures.
PDF, VIDEO.
Alexander Reznikov Florida State University)
"Minimal discrete energy on fractal sets."
VIDEO.
Jesús Yepes Nicolás (University of Murcia)
"Brunn-Minkowski and isoperimetric type inequalities for the lattice point enumerator."
PDF, VIDEO.
NO SEMINAR - Labor Day
Grigory Ivanov (IST, Austria)
"No-dimension Tverberg's theorem and its corollaries in Banach spaces."
PDF, VIDEO.
Alexey Garber (The University of Texas Rio Grande Valley).
Convex polytopes that tile space with translations: spectral sets and Voronoi domains.
PDF, VIDEO.
Martin Henk (Technische Universität Berlin).
“Bounds On The Lattice Point Enumerator Via Slices And Projections”.
PDF, VIDEO.
Grigory Ivanov (IST, Austria)
"Tight frames and related geometric problems."
PDF, VIDEO.
Konrad Swanepoel (London School of Economics and Political
Science, UK).
"Finite point sets with few ordinary hyperplanes"
PDF, VIDEO.
Semyon Alesker (Tel Aviv University).
"Valuations and new geometric inequalities."
PDF, VIDEO.
Márton Naszódi (Alfred Renyi Instirute of Mathematics, Hungary).
"John ellipsoid for log-concave functions."
PDF, VIDEO.
Gennadiy Averkov (BTU Cottbus, Germany).
"Second-order cone representable slices of the positive semidefinite cone of size three"
PDF, VIDEO.
Konstantin Makarov (University of Missouri, Columbia).
``The Quantum Zeno Effect and Exponential Decay''
PDF, VIDEO.
Michal Wojciechowski (Institute of Mathematics, Polish Academy of
Sciences)
"Microlocal approach to the Hausdorff dimension of measures (Part
2)"
VIDEO.
Michal Wojciechowski (Institute of Mathematics, Polish Academy of
Sciences)
"Microlocal approach to the Hausdorff dimension of measures (Part
1)"
VIDEO.
Yuval Peres.
" Tug-of-war and Infinity Laplacian with Dirichlet and Neumann Boundary Conditions."
PDF, VIDEO.
Ivan Soprunov (Cleveland State University)
"Maximizing the volume of the Minkowski sum in terms of the mixed volume
."
PDF, VIDEO.
Lionel Levine (Cornell University).
"Random walks with local memory."
PDF, VIDEO.
Omer Friedland, (Institut de Mathématiques de Jussieu, Sorbonne Université, Paris, France).
"Superscarred Quasimodes on flat surfaces with conical
singularities."
PDF, VIDEO.
Tomasz Tkocz (Carnegie Mellon University).
"Volume thresholds of random polytopes."
PDF, VIDEO.
Alexandros Eskenazis, (Institut de Mathématiques de Jussieu, Sorbonne Université, Paris, France).
"Polynomial inequalities on the Hamming cube."
PDF, VIDEO.
Joe Neeman
(UT, Austin).
"Gaussian double-bubble."
PDF, VIDEO.
Zachary Chase (University of Oxford).
"A random analogue of Gilbreath's conjecture".
PDF, VIDEO.
Yuval Peres.
" Maximum overhang and controlled diffusion on graphs."
PDF, VIDEO.
Piotr Nayar (University of Warsaw)
"Optimal comparison of weak and strong moments of random vectors."
Yuval Peres (Kent State)
"Introduction to Markov type of metric spaces".
Yuval Peres (Kent State)
"Introduction to Markov type of metric spaces".
Fedor Nazarov (Kent State)
TBA
Alexander Olevskii (Tel Aviv University)
TBA
Petr Honzik (Academy of Science of the Czech Republic)
TBA
Alexander Olevskii (Tel Aviv University)
TBA
Michal Wojciechowski (Institute of Mathematics, Polish Academy of
Sciences)
On the quantitative version of Ornstein’s non-inequality
Krystal Taylor (Ohio State University)
The Buffon-circle problem via aquantification of the Besicovitch projection theorem.
Michal Wojciechowski (Institute of Mathematics, Polish Academy of
Sciences)
On the Marcinkiewicz sampling thm for Orlicz spaces
Sudan Xing (University of Alberta)
"Dual Minkowski Problems for Convex Bodies"
Alim Sukhtayev (Miami University)
TBA
Yuval Peres
TBA
Mike Roysdon (Kent State)
"Generalizations of Rogers-Shephard inequalities."
Mike Roysdon (Kent State)
"Generalizations of Rogers-Shephard inequalities." (continuation)
KSU is closed due to expected extreme weather conditions!
Zsolt Langi (Budapest University of Technology)
TBA
Mike Roysdon (Kent State)
"Generalizations of Rogers-Shephard inequalities." (continuation)
Mike Roysdon (Kent State)
"Generalizations of Rogers-Shephard inequalities." (continuation)
Dan Florentin (Kent State)
Convex Geometry in Hyperbolic Space.
Dan Florentin (Kent State)
Convex Geometry in Hyperbolic Space.
TBA
TBA
Leonid Slavin (University of Cincinnati)
The BMO-BLO action of the maximal operator on alpha-trees.
David Iglesias
(Universidad de Murcia and Kent State)
"On discrete Borell-Brascamp-Lieb inequalities."
David Iglesias
(Universidad de Murcia and Kent State)
"On discrete Borell-Brascamp-Lieb inequalities."
Paata Ivanisvili (University of California, Irvine)
"Sharpening the triangle inequality: envelopes between L2 and Lp
spaces."
Giorgos Chasapis
"Remarks on norms of signed sums of vectors."
TBA
TBA
Paul Alton Hagelstein (Baylor University)
"Solyanik Estimates in Harmonic Analysis."
Fedor Nazarov (Kent State)
"TBA."
Fedor Nazarov (Kent State)
TBA
Spring Brake
Spring Brake
TBA
"TBA."
Daniel Freeman (St Louis University)
Possible and impossible positive coordinate systems for L_p(R).
Sheldy Ombrosi (Universidad Nacional del Sur)
"One-sided weighted theory in higher dimensions: partial results and open
questions."
TBA
TBA
TBA
"TBA."
Han Huang (University of Michigan)
TBA
Galyna Livshyts (Georgia Institute of Technology)
TBA
TBA
"TBA."
Yair Shenfeld (Princeton)
TBA
TBA
"TBA."
Igor Belegradek (Georgia Institute of Technology)
TBA
Fedor Nazarov (Kent State)
"A remark on the Landis conjecture."
Fedor Nazarov (Kent State)
"A remark on the Landis conjecture." (continuation)
Fedor Nazarov (Kent State)
"A remark on the Landis conjecture." (continuation)
Fedor Nazarov (Kent State)
"A remark on the Landis conjecture." (continuation)
Fedor Nazarov (Kent State)
"A remark on the Landis conjecture." (continuation)
Michal Wojciechowski (University of Warsaw, Poland),
``On the dimension of a measure in terms of its Fourier transform.''
Michal Wojciechowski (University of Warsaw, Poland)
``On the dimension of a measure in terms of its Fourier transform.''
Michal Wojciechowski (University of Warsaw, Poland)
``On the dimension of a measure in terms of its Fourier transform.''
Tomasz Tkocz ( Carnegie Mellon University)
"On a certain convexity property for sections of the cross-polytope."
Semyon Alesker (Tel Aviv University / Kent State)
"Continuous valuations on convex sets and Monge-Ampere operators."
Semyon Alesker (Tel Aviv University / Kent State)
"Continuous valuations on convex sets and Monge-Ampere operators."
Semyon Alesker (Tel Aviv University / Kent State)
"Continuous valuations on convex sets and Monge-Ampere operators."
Semyon Alesker (Tel Aviv University / Kent State)
"Continuous valuations on convex sets and Monge-Ampere operators."
Luis García-Lirola (Kent State)
"Lipschitz maps between Metric space and a Banach Space."
Luis García-Lirola (Kent State)
"Lipschitz maps between Metric space and a Banach Space."
Alex Kiselev ( Duke University)
"TBA."
Ning Zhang (Kent State)
"A solution to the problem of bodies with congruent sections or projections."
Ning Zhang (Kent State)
"A solution to the problem of bodies with congruent sections or
projections." (continuation)
Carsten Schuett ( Christian-Albrechts-University Kiel)
TBA
Fedor Nazarov
Random Walk with positive steps & convolution inequalities.
Fedor Nazarov
Random Walk with positive steps & convolution inequalities.
Maciej Rzeszut
On some inequalities connecting
probability and Functional Analysis.
Maciej Rzeszut
On some inequalities connecting
probability and Functional Analysis.
Maciej Rzeszut
On some inequalities connecting
probability and Functional Analysis.
Maciej Rzeszut
On some inequalities connecting
probability and Functional Analysis.
Maciej Rzeszut
On some inequalities connecting
probability and Functional Analysis.
Tomas Merchan
"The relation between L^2 boundedness and existence of principal value integral for a Calderón-Zygmund operator."
Tomas Merchan
"The relation between L^2 boundedness and existence of principal value integral for a Calderón-Zygmund operator."
Manuel Maestre, University of Valencia.
"Dirichlet series from the infinite dimensional
point of view"
Vitaly Moroz (Swansea University)
Analysis of Thomas-Fermi type models of external charge screening in graphene.
Vitaly Moroz (Swansea University)
Analysis of Thomas-Fermi type models of external charge screening
in graphene (continuation).
Fedor Nazarov (Kent State)
"Positivity probability
for stationary Gaussian processes with spectral gap."
Fedor Nazarov (Kent State)
"Positivity probability
for stationary Gaussian processes with spectral gap." (continuation)
Gergely Ambrus (Renyi Institut)e
"Limit shape of random convex polygons."
Anna Lytova
"TBA"
Ben Jaye (Kent State)
"TBA"
Yiming Zhao (NYU)
"Dual curvature measures and the dual Minkowski problem”.
Dmitry Burago (Penn Srate University)
Just so stories around Geometry, Dynamics, and PDEs.
Boaz Slomka (University of Michigan)
On a class of convex bodies generated by Borel Measures
Shahaf Nitzan (Georgia Tech)
TBA
Semyon Alesker (Tel Aviv)
Some conjectures on intrinsic volumes on Riemannian and Alexandrov spaces.
Fedor Nazarov (Kent State)
TBA.
Victor Grinberg
Vectors Balancing, Linear Dependencies Method,
and Discrepancy Theory.
Ben Jaye (Kent State)
Croot-Lev-Pach-Ellenberg-Gijswijt capset bound (after Petrov).
Fedor Nazarov (Kent State)
TBA.
Fedor Nazarov (Kent State)
TBA.
Michal Wojciechowski (University of Warsaw)
On the Pelczynski conjecture on Auerbach bases.
Krystian Kazaniecki (Warsaw)
TBA.
Krystian Kazaniecki (Warsaw)
TBA.
Alexander Logunov (Tel Aviv University)
``The zero set of harmonic functions".
Dmitry Stolyarov (Michigan State)
The operator of integration on the space of analytic functions.
Przemyslaw Ohrysko (Institute of Mathematics, Polish Academy of Sciences)
Spectrally reasonable measures.
Ben Jaye (Kent State)
TBA
Alexander Volberg (Michigan State)
Harmonic measure and Geometric Measure Theory: no regularity two phase fee boundary problem.
Alexander Logunov (Tel Aviv University)
Return times and associated densities in linear dynamicsZeroes of harmonic functions and Laplace eigenfunctions: pursuing the conjectures by Yau and Nadirashvili.
Karl Grosse-Erdmann, (Universite de Mons)
Return times and associated densities in linear dynamics.
Catalin Badea (University of Lille, France)
Sets of integers determined by operator and measure-theoretic
properties.
Paata Ivanisvili (Kent State)
On Talagrand's conjecture on Euclidean space by Eldan and Lee.
Paata Ivanisvili (Kent State)
On Talagrand's conjecture on Euclidean space by Eldan and Lee.
Paata Ivanisvili (Kent State)
On Talagrand's conjecture on Euclidean space by Eldan and Lee.
Alexander Bongiovanni (Kent State)
Power Type Cancellation for the Simplex Hilbert Transform, after Durcik, Kodac, and Thiele.
Alexander Bongiovanni (Kent State)
Power Type Cancellation for the Simplex Hilbert Transform, after Durcik, Kodac, and Thiele.
Anna Bogomolnaia (Glasgow University)
"Random assignment with ordinal input".
Ben Jaye (Kent State)
Guth's proof of the Multilinear Kakaya inequality of Bennett, Carbery and Tao.
Christos Saroglou (Kent State)
On Royen's recent proof of the Gaussian correlation inequality, as presented by Latala and Matlak.
Alexander Litvak (University of Alberta)
TBA.
Christos Saroglou (Kent State)
On Royen's recent proof of the Gaussian correlation inequality, as presented by Latala and Matlak.
Paata Ivanishvili (Kent State)
On papers of Hata and Salikhov regarding the best upper bounds for the irrationality measure of pi.
Paata Ivanishvili (Kent State)
On papers of Hata and Salikhov regarding the best upper bounds for the irrationality measure of pi.
Emil Vuorinen (University of Helsinki).
"A new approach to T(b)-theorems via good-lambda inequalities".
Emil Vuorinen (University of Helsinki).
"A new approach to T(b)-theorems via good-lambda inequalities".
Emil Vuorinen (University of Helsinki).
"A new approach to T(b)-theorems via good-lambda inequalities".
Kevin Zumbrun, (Indiana University)
HIGH=FREQUENCY STABILITY OF DETONATION WAVES AND BLOCK
DIAGONALIZATION OF ODES.
Paata Ivanishvili (Kent State)
A new proof of Ehrhard's Inequality.
Paata Ivanishvili (Kent State)
A new proof of Ehrhard's Inequality.
Ben Jaye (Kent State)
Cohn-Elkies approach to spherical packing.
Alan Czuron (University of Warsaw)
On the isomorphisms of fourier algebras of finite abelian groups.
Alan Czuron (University of Warsaw)
On the isomorphisms of fourier algebras of finite abelian groups.
Asaf Nachmias (University of Tel Aviv)
A a circle packing theorem.
Paata Ivanishvili, (Ken State)
``Semigroups, maximum principles, and isoperimetric inequalities''
Paata Ivanishvili, (Ken State)
``Semigroups, maximum principles, and isoperimetric inequalities''
Michal Wojciechowski (University of Warsaw)
TBA.
Maciej Rzeszut (University of Warsaw)
Multipliers in H^1.
Maciej Rzeszut (University of Warsaw)
Multipliers in H^1.
Paata Ivanishvili, (Ken State)
``Semigroups, maximum principles, and isoperimetric inequalities''
Fedor Nazarov (Kent State)
Weighted inequalities for singular integral operators.
Fedor Nazarov (Kent State)
Weighted inequalities for singular integral operators.
Fedor Nazarov (Kent State)
Weighted inequalities for singular integral operators.
Ngoc Do (Texas A&M)
"Graph model and some applications in nano-science and solid state."
Fedor Nazarov (Kent State)
Weighted inequalities for singular integral operators.
Fedor Nazarov (Kent State)
Weighted inequalities for singular integral operators.
Ben Jaye (Kent State)
"Garnett, Killip, and Schul's construction of a doubling measure which charges a rectifiable curve."
Ben Jaye (Kent State)
"Garnett, Killip, and Schul's construction of a doubling measure which charges a rectifiable curve."
Alexander Segal (Tel Aviv University)
Stability of geometric inequalities and their application to the rate of convergence of Steiner, Minkowski and Blaschke symmetrization.
Ben Jaye (Kent State)
"Garnett, Killip, and Schul's construction of a doubling measure which charges a rectifiable curve."
Dmitriy M. Stolyarov (Michigan State)
The Bellman function for integral functionals on classes of functions with small mean oscillation.
Paata Ivanishvili
"The Gaussian correlation conjecture and related open problems."
TBA
TBA
Benjamin Jaye
"An elementary introduction to Compressive Sensing''.
NO SEMINAR
MLK Day!
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
Alexander Fish (University of Sydney)
"Plunnecke inequalities in countable abelian groups-general case."
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
Fedor Nazarov
TBA.
Fedor Nazarov
TBA.
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
Benjamin Jaye
"An elementary introduction to Compressive Sensing'' (cont).
TBA
TBA.
Fedor Nazarov
TBA
Fedor Nazarov
TBA.
Fedor Nazarov
TBA
Piotr Nayar (University of Minnesota)
"Four topics with an almost empty intersection."
Piotr Nayar (University of Minnesota)
"Four topics with an almost empty intersection."
TBA
TBA.
Alexandre Eremenko (Purdue University).
''Some open problems in complex analysis and potential theory''.
Arnaud Marsiglietti (University of Minnesota)
TBAAn $L^p$ Brunn-Minkowski inequality for convex measures.
Spring Brake
TBA
Spring Brake
TBA.
TBA
TBA
TBA
TBA.
TBA
TBA
Sofia Ortega Castillo (CIMAT, A.C.)
TBA.
Michal Wojciechowski (University of Warsaw, Poland),
``On the dimension of a measure in terms of its Fourier transform.''
NO SEMINAR
Labor Day!
Krystian Kazaniecki (University of Warsaw)
"Different Approaches to Ornstein's non-inequality."
Benjamin Jaye
Balog-Gowers-Szemeredi theorem
Benjamin Jaye
Balog-Gowers-Szemeredi theorem
Fedor Nazarov
Properties of smooth Gaussian functions.
Fedor Nazarov
Properties of smooth Gaussian functions.
Fedor Nazarov
Properties of smooth Gaussian functions.
Fedor Nazarov
Properties of smooth Gaussian functions.
Benjamin Jaye
Weighted Bernstein Inequalities (after Mastroianni and Totik)
Avner Kiro (Tel Aviv University)
``Topics in Quasi-analytic Functions''
Avner Kiro (Tel Aviv University)
``Topics in Quasi-analytic Functions''
TBA.
TBA
Christos Saroglou (Texas A&M University)
``On the equivalence of two measures of asymmetry on convex bodies''
Christos Saroglou (Texas A&M University)
``On the equivalence of two measures of asymmetry on convex bodies''
Christos Saroglou (Texas A&M University)
``On the equivalence of two measures of asymmetry on convex bodies''
Paata Ivanishvili (St Petersburg and Michigan State Universities)
Minimal Concanve Functions.
Paata Ivanishvili (St Petersburg and Michigan State Universities)
Extrremal Problems for functions of Bounded Means Oscillation.
Galyna Livshyts
"On the geometry of log concave measures"
Fedor Nazarov
Properties of smooth Gaussian functions.
Fedor Nazarov
Properties of smooth Gaussian functions.
Fedor Nazarov
Properties of smooth Gaussian functions.
Ben Jaye
Quantitative estimates for discrete harmonic measure!
Happy
thanksgiving!
Fedor Nazarov
TBA
Fedor Nazarov
TBA.
Andrei Lerner (Bar-Ilan University, Israel) and Fedor Nazarov
Lecture series on "Intuitive Dyadic Calculus" (please, click
here for the book. )
Fedor Nazarov
Artem Zvavitch
"Some classical properties of Shadow System"
Artem Zvavitch
"Some classical properties of Shadow System"
Artem Zvavitch
Borell-Brascamp-Lieb inequality
Michal Wojciechowski
(University of Warsaw)
TBA
Michal Wojciechowski
(University of Warsaw)
TBA
TBA
TBA
TBA
TBA
Nikos Dafinis (Texas A&M University)
"Improved Holder inequalities for correlated Gaussian random vectors."
Nikos Dafinis (Texas A&M University)
" Improved Holder inequalities for correlated Gaussian random vectors."
Joseph Lehec (Universite Paris-Dauphine)
TBA
Fedor Nazarov (Kent State)
TBA
TBA
TBA
Vladimir Eiderman (Indiana University)
TBA
Burglind Joricke (Indiana University)
TBA
Vladimir Eiderman (Indiana University)
TBA
Fedor Nazarov (Kent State)
TBA
Florian Besau (Vienna University of Technology)
Spherical Convex Geometry.
Peter Gordon (The University of Akron)
Eventual Self-Similarity of Solutions for Diffusion-Absorption
Equation with a Singular Source.
TBA
TBA
Joe Diestel (Kent State)
TBA
Joe Diestel (Kent State)
TBA
Joe Diestel (Kent State)
TBA
Mira Shamis (Princeton University)
TBA
Armen Vagharshakyan (Kent State University)
"The Plunnecke Inequality from additive combinatorics."
Arnaud Marsiglietti (Universite Paris-Est Marne-la-Vallee)
"A Brunn-Minkowski type inequality for convex measure.s"
Umut Calgar (Case Western Reserve University)
"Divergence and Entropy inequalities for log concave functions."
Ohad Gilladi (University of Alberta)
"Small ball estimates for random matrices and random vectors."
Alexander Volberg (Michigan State University)
"3 Analysis Problems".
Fedor Nazarov.
$2^{\sqrt 2}$ is irrational!
Fedor Nazarov
Surprises and Markov Chains.
Dima Ryabogin
Homothetic Sections.
Dima Ryabogin
Homothetic Projections
Ben Jaye
Lipschitz and bi-Lipschitz functions (after P. Jones).
Alexander Tumanov (University of Urbana-Champaign.)
A direct proof of Gromov's Non-Squeezing Theorem.
Ben Jaye
Lipschitz and bi-Lipschitz functions (after P. Jones)- continuation.
Mark Rudelson (University of Michigan)
Permanent estimators via random matrices
Alex Iosevich (University of Rochester)
Some elementary observations about multi-linear operators
Ben Jaye
Lipschitz and bi-Lipschitz functions (after P. Jones)- continuation.
Galyna Lyvshyts
The Average Sensitivity of an Intersection of Half Spaces (after D. Kane)
Boaz Shlomka (Tel Aviv University)
Fractional Covering Numbers, and more.
Galyna Lyvshyts
The Average Sensitivity of an Intersection of Half Spaces, continuation (after D. Kane)
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcu,s Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Fedor Nazarov
TBA
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Shahaf Nitzan
"On Marcus, Spielman and Srivastava's proof of the Feichtinger
conjecture (the Kadison Singer problem)"
Zoltan Buczolich (Eotvos University of Budapest, Hungary)
"Ergodic averages along the squares and related
questions".
Zoltan Buczolich (Eotvos University of Budapest, Hungary)
"Ergodic averages along the squares and related
questions".
Armen Vagharshakyan (Brown University)
"Lower bounds for L1 discrepancy".
Fedor Nazarov
(Kent State University)
"Real Zeros of Random Polinomials".
Fedor Nazarov
(Kent State University)
"Real Zeros of Random Polinomials".
Fedor Nazarov
(Kent State University)
"Real Zeros of Random Polinomials".
Fedor Nazarov
"Real Zeros of Random Polynomials"
Ben Jaye
(Kent State University)
"An example of a purely unrectifiable set upon which a certain class of singular integrals exhibit nice behaviour.
Ben Jaye
(Kent State University)
"An example of a purely unrectifiable set upon which a certain class of singular integrals exhibit nice behaviour II.
Dmitri Burago (Penn State University)
"Math. Mosaic"
Alexand Sodin (Princeton University)
"Anderson localization."
Pierre Youssef (Universite Paris-Est Marne-la-Vallee)
"Restricted invertibility and the Banach-Mazur distance to the Cube."
Fedor Nazarov
"Real Zeros of Random Polynomials"
Fedor Nazarov
"Real Zeros of Random Polynomials"
Fedor Nazarov
"Real Zeros of Random Polynomials"
Fedor Nazarov
"Real Zeros of Random Polynomials"
Galyna Livshyts
"Central limit theorem for convex sets and the thin shell", based on work by Boaz Klartag.
Galyna Livshyts
"The perimeter of convex bodies with respect to log-concave, rotation invariant measures".
Mark Meckes (Case Western Reserve University)
"The magnitude of metric spaces"
Quentin Menet (Institut de Mathematique, Universite de Mons,
Belgique)
"Hypercyclic subspaces for weighted shifts" and "Hypercyclic subspaces in Frechet spaces without continuous norm"
Mathieu Meyer
(Universite de Paris-Est Marne-la-Vallee, France)
"How far apart are the centroid and the Santalo point
of a convex body".
Fedor Nazarov
"Catch a bullet"
Alexander Volberg
(Michigan State University)
"Carleson-Buckley estimates without A_{\infty} assumption. Bellman function approach"
Fedor Nazarov
"Cauchy transfor and rectifiability I."
Fedor Nazarov
"Cauchy transfor and rectifiability II."
Fedor Nazarov
"Cauchy transfor and rectifiability III."
Fedor Nazarov
"Cauchy transfor and rectifiability IV."
Fedor Nazarov
"Cauchy transfor and rectifiability V."
Petr Honzik (Academy of Science of the Czech Republic)
"Maximal Marcinkiewicz multipliers"
Fedor Nazarov
"Cauchy transfor and rectifiability VI."
Fedor Nazarov
"Cauchy transfor and rectifiability VII."
Subhro Ghosh (Berkley)
"What does a point process outside a domain tell us about what is inside?"
Alon Nishri (Tel Aviv University)
"Log-integrability of Rademacher Fourier series with application to random analytic functions."
Alon Nishri (Tel Aviv University)
"Log-integrability of Rademacher Fourier series with application to random analytic functions." (continuation)
Fedor Nazarov
"Cauchy transfor and rectifiability VIII."
Fedor Nazarov
"Cauchy transfor and rectifiability IX."
NO SEMINAR
Fedor Nazarov
"Cauchy transfor and rectifiability X."
Fedor Nazarov
"Pushing discs apart-Kneser-Poulsen conjecture in the plane"
Ludmila Kadets (University of Toronto).
PLEASE NOTE SPECIAL TIME and PLACE: 10am-11am. Room 276.
``Pointwise absolute convergent series of operators and related classes of Banach spaces."
NO seminar
Wolfgang Weil (Karlsruhe Institute of Technology)
TBA
TBA
TBA
Aleksandr Reznikov (Michigan State University).
"Bump conjecture for Calderon-Zygmund Operators."
Aleksandr Reznikov (Michigan State University).
"Bump conjecture for Calderon-Zygmund Operators".
TBA
TBA
Roman Vershynin.
Smoothed analysis of random matrices.
Evgeny Lokharu (Saont Peterburgh State University)
Maxima functions measuring smoothness and Gagliardo-Nirenberg type inequalities.
TBA
TBA
TBA
TBA
NO seminar
TBA
TBA
TBA
TBA
No Seminar
No Seminar
TBA
TBA
Fedor Nazarov
"Lion and man - can both win?"
by B. Bollobas, I. Leader and M. Walters.
TBA
TBA
TBA
TBA
Fedor Nazarov
Zeros of Random Polynomials