Meetings/Workshops on Analysis in the United States (USA)

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Geometric Functional Analysis and Applications
14 Aug 2017 - 15 Dec 2017 • Mathematical Sciences Research Institute, Berkeley, United States
Geometric functional analysis lies at the interface of convex geometry, functional analysis and probability. It has numerous applications ranging from geometry of numbers and random matrices in pure mathematics to geometric tomography and signal processing in engineering and numerical optimization and learning theory in computer science. One of the directions of the program is classical convex geometry, with emphasis on connections with geometric tomography... (see website for more details).
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Geometric Functional Analysis and Applications
13 Nov 2017 - 17 Nov 2017 • Mathematical Sciences Research Institute, Berkeley, United States
This is the main workshop of the program "Geometric functional analysis and applications". It will focus on the main topics of the program. These include: Convex geometry, Asymptotic geometric analysis, Interaction with computer science, Signal processing, Random matrix theory and other aspects of Probability.
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PD17 — SIAM Conference on Analysis of Partial Differential Equations
09 Dec 2017 - 12 Dec 2017 • Hyatt Regency Baltimore Inner Harbor, Baltimore, M, United States
The primary goal of this conference is to bring together scientists and mathematicians working in partial differential equations and related fields. Contemporary challenges raised by recent advances in engineering, industry, and bio-technology, will be confronted with state-of-the-art mathematical and computational tools in PDE. Some of the topics covered in this meeting can be found in the list of themes below. Advanced graduate students and young researchers are encouraged to participate. Limited funding is available for graduate students and recent PhDs.
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ICERM Topical Workshop: Frame Theory and Exponential Bases
04 Jun 2018 - 08 Jun 2018 • Providence, RI, United States
The problem of decomposing a function into a sum of simply structured functions is a classical area of research in Analysis. Exciting recent progress, e.g. the solution to the Kadison-Singer problem, results about exponential frames and Riesz bases in various settings, and results about orthogonal exponential bases for convex polytopes, has re-energized discussion in this area, opened new directions for study, and turned it into an even more active and fruitful area for research. The goal of this workshop is to discuss such new developments in this area. In particular, the workshop will focus on problems regarding exponential systems in weighted spaces and the Fuglede conjecture. Related settings will also be of interest, for example: (i) Systems of vectors obtained by translating, translating and modulating, or translating and dilating a single function over the line; (ii) Sampling and decomposition of functions in the finite dimensional setting; (iii) Sampling and interpolation of functions in analytic function spaces.
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Summer Graduate School: The ∂-Problem in the Twenty-First Century
11 Jun 2018 - 22 Jun 2018 • Mathematical Sciences Research Institute, Berkeley, United States
This Summer Graduate School will introduce students to the modern theory of the inhomogeneous Cauchy-Riemann equation, the fundamental partial differential equation of Complex Analysis. This theory uses powerful tools of partial differential equations, differential geometry and functional analysis to obtain a refined understanding of holomorphic functions on complex manifolds. Besides students planning to work in complex analysis, this course will be valuable to those planning to study partial differential equations, complex differential and algebraic geometry, and operator theory. The exposition will be self-contained and the prerequisites will be kept at a minimum.
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Combinatory Analysis 2018: A Conference in Honor George Andrews' 80th Birthday
21 Jun 2018 - 24 Jun 2018 • Penn State University, United States
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Hamiltonian systems, from Topology to Applications through Analysis
13 Aug 2018 - 14 Dec 2018 • Mathematical Sciences Research Institute, Berkeley, United States
The interdisciplinary nature of Hamiltonian systems is deeply ingrained in its history. Therefore the program will bring together the communities of mathematicians with the community of practitioners, mainly engineers, physicists, and theoretical chemists who use Hamiltonian systems daily. The program will cover not only the mathematical aspects of Hamiltonian systems but also their applications, mainly in space mechanics, physics and chemistry. The mathematical aspects comprise celestial mechanics, variational methods, relations with PDE, Arnold diffusion and computation. The applications concern celestial mechanics, astrodynamics, motion of satellites, plasma physics, accelerator physics, theoretical chemistry, and atomic physics. The goal of the program is to bring to the forefront both the theoretical aspects and the applications, by making available for applications... (see website for more details).
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AIP Conference Proceedings
Last updated: 15 October 2017