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Workshop Recent Developments in Harmonic Analysis
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- Anthony Carbery: Recent developments in some multilinear problems
- Mariusz Mirek: Jump inequalities for translation-invariant polynomial averages and singular integrals on $\mathbb Z^d$
- Yumeng Ou: A cone restriction estimate using polynomial partitioning
- Philip Gressman: Radon-like operators of intermediate dimension
- Xavier Tolsa: Uniform rectifiability, bounded harmonic functions, and elliptic PDE's
- Francesco Di Plinio: Sparse domination of singular integral operators
- Alex Iosevich: Rigidity, group actions and finite point configurations in thin sets
- Lesley Ward: Product Hardy spaces associated to operators with heat kernel bounds on spaces of homogeneous type
- Zhongwei Shen: Boundary Layers in Periodic Homogenization
- Tuomas Hytönen: Quantitative differentiation
- Jonas Azzam: The Analyst's Traveling Salesman Theorem for large dimensional objects
- Bobby Wilson: Applications of decoupling-type estimates to the cubic NLSE
- Ignacio Uriarte-Tuero: Two weight norm inequalities for singular and fractional integral operators in $R^n$.
- Joshua Zahl: An improved bound on the Hausdorff dimension of Besicovitch sets in R^3
- Stefanie Petermichl: On the failure of lower square function estimates in the non-homogenous weighted setting.
- Ciprian Demeter: Recent developments in decoupling theory
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Workshop Recent developments in Analytic Number Theory
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- Adam Harper: Better than squareroot cancellation for multiplicative functions
- Tamar Ziegler: Approximate cohomology
- Paul Nelson: Subconvex equidistribution of cusp forms
- Melanie Wood: Averages of p-torsion in class groups over function fields---good and bad primes
- Lillian Pierce: A Chebotarev density theorem for families of fields, with applications to class groups
- Will Sawin: Applications of Exponential Sums
- Manjul Bhargava: Squarefree values of polynomial discriminants
- Kaisa Matomäki: Correlations of von Mangoldt and higher order divisor functions
- Alex Kontorovich: Beyond Expansion and Arithmetic Chaos
- Damaris Schindler: On integral points on degree four del Pezzo surfaces
- Matthew Young: The fifth moment of modular L-functions
- Akshay Venkatesh: The orbit method and analysis of automorphic forms
- James Maynard: Large gaps between primes in subsets
- Paul Pollack: Arithmetic functions: something old, something new
- Elena Fuchs: Local to global principles in integral circle packings
- Fernando Shao: Bombieri-Vinogradov for general multiplicative functions
- Trevor Wooley: Nested Efficient Congruencing and (non) translation-dilation invariance.
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Workshop Hot Topics: Galois Theory of Periods and Applications
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- Yves Andre: Galois theory of period and the André-Oort conjecture
- Spencer Bloch: Motivic Gamma Functions and recursion
- Nils Matthes: Elliptic multiple zeta values and periods
- Ding Ma: Period Polynomial Relations among Double Zeta Values and Various Generalizations
- Karen Vogtmann: Outer space, symplectic derivations of free Lie algebras and modular forms
- Javier Fresán: A Galois theory of exponential periods
- Geoffroy Horel: Galois actions on operads
- Anton Alekseev: The Goldman-Turaev Lie bialgebra and the Kashiwara-Vergne problem
- Benjamin Enriquez: A stabilizer interpretation de double shuffle Lie algebras
- Jim Conant: Quotients of Kontsevich's "Lie" Lie algebra
- Kirsten Wickelgren: Motivic Euler numbers and an arithmetic count of the lines on a cubic surface.
- Claire Glanois: Galois theory for motivic cyclotomic multiple zeta values
- Deepam Patel: Motives arising from higher homotopy theory of hyperplane arrangements.
- Kiran Kedlaya: p-adic periods via perfectoid spaces
- Jennifer Balakrishnan: Iterated p-adic integrals and rational points on curves
- Julian Rosen: A Galois theory of supercongruences
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Workshop Critical Issues in Mathematics Education 2017: Observing for Access, Power, and Participation in Mathematics Classrooms as a Strategy to Improve Mathematics Teaching and Learning
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- Deborah Ball, David Eisenbud: Conference Overview
- Rochelle Gutierrez: Plenary Presentation: Equity: How the E-word helps and hurts our cause in mathematics education
- Nicole Joseph: Plenary Presentation: I DO (NOT) Belong: Experiences of Black Women and Girls in Mathematics Education
- Joi Spencer, Darryl Yong: Workshop Sessions
- James Álvarez: Opening the Gateway to STEM Disciplines: What Have We Learned From the Arlington Emerging Scholars Program in Calculus?
- Haiwen Chu, Victoria Hand, Rebecca Perry, Elizabeth van Es: Workshop Sessions
- Dorothy White: Plenary Presentation: Turning Conversations into Actions: Addressing Inequities in Mathematics Classrooms
- Aditya Adiredja, Victoria Bonaccorso, Lauren Brady, Michael Driskill , Dave Henry, Elizabeth Kent, Eileen Murray, David Wilson, Nilam Yagielski: Workshop Sessions
- Sylvia Celedón-Pattichis, Esther Enright: Workshop Sessions
- Closing Activity
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Workshop Academic Sponsors Day
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- Terence Tao: Some interactions between harmonic analysis and analytic number theory
- Maria Nastasescu: Smooth L2 Distances and Zeros of Approximations of Dedekind Zeta Functions
- Marina Iliopoulou: Algebraic structure in incidence geometric and harmonic analytic problems
- Tatiana Shubin: Navajo Nation Math Circles: Lessons Taught and Learned
- William Stein: Making mathematics software easily accessible over the web
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Workshop Introductory Workshop: Analytic Number Theory
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- Philippe Michel: Introductory talk (Ph. Michel) -- targeted in particular to members of the harmonic analysis program
- Kaisa Matomäki, Maksym Radziwill: Mini-course on multiplicative functions
- Jordan Ellenberg: Geometric analytic number theory
- Ian Petrow: The Kuznetsov Formula, Kloostermania and Applications
- Philippe Michel: $\ell$-adic trace functions in analytic number theory
- Gergely Harcos: A glimpse at arithmetic quantum chaos
- Robert Lemke Oliver: Quadratic twists of elliptic curves with 3-torsion
- Kaisa Matomäki, Maksym Radziwill: Mini-course on multiplicative functions
- Ian Petrow: The Kuznetsov Formula, Kloostermania and Applications
- Philippe Michel: $\ell$-adic trace functions in analytic number theory
- Youness Lamzouri: Large fixed order character sums
- Anders Sodergren: On Epstein's zeta function and related results in the geometry of numbers
- Kaisa Matomäki, Maksym Radziwill: Mini-course on multiplicative functions
- Philippe Michel: $\ell$-adic trace functions in analytic number theory
- Will Sawin: Trace functions and special functions
- Ian Petrow: The Kuznetsov Formula, Kloostermania and Applications
- Florent Jouve: Variations on the Chebychev bias phenomenon
- Valentin Blomer: L-functions and spectral summation formulae for the symplectic group
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Workshop Connections for Women: Analytic Number Theory
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- Lilian Matthiesen: Correlations of multiplicative functions
- Robert Lemke Oliver: The distribution of consecutive prime biases
- Ayla Gafni: Partitions into Polynomial Values
- Alexandra Florea: Moments of quadratic Dirichlet L-functions in function fields
- Maria Nastasescu: Determination of elliptic curves by their adjoint p-adic L-functions
- Dimitris Koukoulopoulos: Sieve weights and their smoothings
- Caroline Turnage-Butterbaugh: Bounding l-torsion in class groups of families of number fields of arbitrary degree
- Julia Brandes: Quadratic and cubic diagonal equations
- Chantal David: Average root number in families of elliptic curves
- Lola Thompson: Sums of distinct divisors
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Workshop Introductory Workshop: Harmonic Analysis
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- Michael Christ: Sharpened affine-invariant inequalities
- Larry Guth: Introduction to decoupling
- Daniel Tataru: The energy critical Yang-Mills flow 2
- David Jerison: Regularity and singularities of stable critical points and higher critical points in variational problems
- Larry Guth: Ingredients of the proof of decoupling
- Marianna Csornyei: The Kakeya needle problem for rectifiable sets
- Michael Christ: Sharpened affine-invariant inequalities
- Daniel Tataru: Energy dispersed Yang-Mills waves
- Larry Guth: The proof of decoupling for the parabola
- Daniel Tataru: Morawetz estimates and nonconcentration of Yang-Mills waves
- David Jerison: Regularity and singularities of stable critical points and higher critical points in variational problems
- Marianna Csornyei: The Kakeya needle problem for rectifiable sets
- Michael Lacey: Weighted Inequalities: Two Weight and Ap
- Marianna Csornyei: The Kakeya needle problem for rectifiable sets
- David Jerison: Regularity and singularities of stable critical points and higher critical points in variational problems
- Michael Lacey: Weighted Inequalities: Sparse Forms
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Workshop Connections for Women: Harmonic Analysis
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- Malabika Pramanik: Configurations in sets
- Mariana Smit Vega Garcia: The obstacle problem for the fractional Laplacian with drift
- Krystal Taylor: On the interior of sums of fractal sets
- Stefanie Petermichl: From weighted estimates to change of law.
- Irina Holmes: Two-Weight Inequalities for Commutators with Calderon-Zygmund Operators
- Jill Pipher: Regularity of solutions to second order divergence form elliptic equations
- Svetlana Jitomirskaya: Sharp arithmetic spectral transitions and universal hierarchical structure of quasiperiodic eigenfunctions
- Blair Davey: Fundamental solutions and Green functions for non-homogeneous elliptic systems
- Constanze Liaw: Functional model for finite rank perturbations
- Laura Cladek: Radial Fourier Multipliers
- Loredana Lanzani: Harmonic Analysis techniques in Several Complex Variables