Konferenzen zum Thema Algebra in den Vereinigten Staaten (USA)

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1
AIM Workshop: Stability in mirror symmetry
25. Okt 2021 - 29. Okt 2021 • American Institute of Mathematics, San Jose, Vereinigte Staaten
Zusammenfassung:
This workshop, sponsored by AIM and the NSF, will bring together mathematicians from a variety of backgrounds to discuss a central problem in mirror symmetry: the existence of special Lagrangian submanifolds, and their holomorphic mirrors, stable vector bundles.
Eintrags-ID:
1435816
2
Foam Evaluation
05. Nov 2021 - 07. Nov 2021 • ICERM, Providence, Vereinigte Staaten
Zusammenfassung:
The purpose of this workshop is to bring together mathematicians interested in foams and their use in low-dimensional topology, representation theory, categorification, mathematical physics, and combinatorics. The workshop will focus on the foam evaluation formula and its applications. More concretely, we aim to: (a) Give a more intrinsic definition of the foam evaluation, in order, for instance, to find similar formulas for the other Lie types; (b) Understand the interplay between foams and matrix factorizations and further use foams for a unified and comprehensive approach to Khovanov-Rozansky link homology theories; (c) Compare combinatorial foam evaluation with the geometric structures and invariants coming from gauge theory and symplectic geometry; (d) Study potential applications of the foamy definition of link homology theories. This workshop is fully funded by a Simons Foundation Targeted Grant to Institutes.
Eintrags-ID:
1423050
Verwandte Fachgebiete:
3
The Analysis and Geometry of Random Spaces
18. Jan 2022 - 27. Mai 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
This program is devoted to the investigation of universal analytic and geometric objects that arise from natural probabilistic constructions, often motivated by models in mathematical physics. Prominent examples for recent developments are the Schramm-Loewner evolution, the continuum random tree, Bernoulli percolation on the integers, random surfaces produced by Liouville Quantum Gravity, and Jordan curves and dendrites obtained from random conformal weldings and laminations. The lack of regularity of these random structures often results in a failure of classical methods of analysis. One goal of this program is to enrich the analytic toolbox to better handle these rough structures.
Eintrags-ID:
1423244
4
Connections Workshop: The Analysis and Geometry of Random Spaces
20. Jan 2022 - 21. Jan 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
The Connections Workshop will feature talks on a variety of topics related to the analysis and geometry of random spaces. It will preview the research themes of the semester program and will highlight the work of women in the field. There will be a panel discussion as well as other social events. This workshop is directly prior to the Introductory Workshop, and participants are encouraged to participate in both workshops. This workshop is open to all mathematicians.
Eintrags-ID:
1423232
5
Quantum Numerical Linear Algebra
24. Jan 2022 - 27. Jan 2022 • Institute for Pure and Applied Mathematics (IPAM), Los Angeles, Vereinigte Staaten
Zusammenfassung:
This workshop brings together leading experts in quantum numerical linear algebra, to discuss the recent development of quantum algorithms to perform linear algebra tasks for solving challenging problems in science and engineering and for various industrial and technological applications.
Eintrags-ID:
1423253
Verwandte Fachgebiete:
6
Introductory Workshop: The Analysis and Geometry of Random Spaces
24. Jan 2022 - 28. Jan 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
This workshop will introduce some of the major themes in probability and geometric analysis that will be relevant for the semester-long program. A series of short mini-courses will give participants the opportunity to learn about important subjects such as the Schramm-Loewner evolution (SLE) or the Gaussian free field (GFF), for example. The workshop will also include "visionary" lectures by prominent researchers who will outline fruitful directions for future research.
Eintrags-ID:
1423230
7
Introductory Workshop: Complex Dynamics - from special families to natural generalizations in one and several variables
07. Feb 2022 - 12. Feb 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
This workshop is built around four minicourses that will introduce the participants to a range of recent techniques in various areas of holomorphic dynamics, given by specialists in these topics. The event is complemented by a series of talks by leaders in the field, aimed at a large audience and presenting current research directions in the area.
Eintrags-ID:
1443897
Verwandte Fachgebiete:
8
Braids in symplectic and algebraic geometry
21. Mär 2022 - 25. Mär 2022 • Providence, RI, Vereinigte Staaten
Veranstalter:
ICERM
Zusammenfassung:
Incarnations of braid groups, or generalizations thereof, naturally arise in a range of active research areas in symplectic and algebraic geometry. This is a rich and diverse ecosystem, and the workshop will aim to bring together speakers from all corners of it. A unifying theme is monodromy: one the one hand, generalized braid groups arise in symplectic and algebraic geometry as fundamental groups of moduli spaces, loosely construed -- for instance, of complements of discriminant loci of singularities or of hyperplane arrangements, or moduli spaces of deformations of complex or symplectic structures. On the other hand, monodromy ideas motivate representations of generalized braid groups as various flavors of geometric automorphisms -- for instance, as (framed) mapping class group elements, symplectic Dehn twists, spherical twists in derived categories, or flop functors for 3-folds. These perspectives lead in turn to a wide array of further geometric applications, from classifications of Stein fillings to the study of spaces of Bridgeland stability conditions.

From a community perspective, one aim of the workshop is to bring together mathematicians from adjacent research communities with a shared interest in braids as they arise in symplectic or algebraic geometry. We hope the conference will accelerate the cross-pollination of ideas, and help foster collaborations, at what is a very exciting time for the field. Much of this research also lies at an interface with other aspects of the thematic semester -- for instance, braids in representation theory (e.g. in connection with cluster algebras or Bridgeland stability conditions), or in low-dimensional topology (e.g. in connection with monodromies of open books) -- and many of the talks should be of interest to a broader set of semester participants.

Kontakt:
Tel.: [401 863 5030];     Email: info@icerm.brown.edu
Eintrags-ID:
1417389
9
Workshop — Hot Topics: Regularity Theory for Minimal Surfaces and Mean Curvature Flow
21. Mär 2022 - 25. Mär 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
This workshop will explore connections between the regularity theory of minimal surfaces and of mean curvature flow. Recent breakthroughs have improved our understanding of singularity formation in both settings but the current research trends are becoming increasingly disparate. Experts from both areas will present their research and there will be ample free time to establish connections between the topics.
Eintrags-ID:
1443851
Verwandte Fachgebiete:
10
The Analysis and Geometry of Random Spaces
28. Mär 2022 - 01. Apr 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
The aim of this workshop is to bring together researchers whose work contributes to the study of random structures that exhibit some form of conformal self-similarity. Notable examples include the Schramm-Loewner evolution SLE, the Brownian map and random trees, Liouville Quantum Gravity, and Conformal Field Theory. A particular focus will be the discussion of analytic tools needed to address the challenges arising from the often rough underlying sets and spaces.
Eintrags-ID:
1423419
11
Workshop — The Analysis and Geometry of Random Spaces
28. Mär 2022 - 02. Apr 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
The aim of this workshop is to bring together researchers whose work contributes to the study of random structures that exhibit some form of conformal self-similarity. Notable examples include the Schramm-Loewner evolution SLE, the Brownian map and random trees, Liouville Quantum Gravity, and Conformal Field Theory. A particular focus will be the discussion of analytic tools needed to address the challenges arising from the often rough underlying sets and spaces.
Eintrags-ID:
1443916
Verwandte Fachgebiete:
12
Adventurous Berkeley Complex Dynamics
02. Mai 2022 - 06. Mai 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
This workshop will focus on complex dynamics in one and several variables. We will bring toghether experts in rational dynamics, transcendental dynamics, and dynamics in several complex variables in order to get new perspective and foster discussions in a warm and stimulating atmosphere. A special focus will be put on the interactions between one dimensional and higher dimensional complex dynamics, and on connections with adjacent areas of mathematics.
Eintrags-ID:
1423372
13
CCAAGS-22 — Combinatorial, Computational, and Applied Algebraic Geometry
27. Jun 2022 - 01. Jul 2022 • University of Washington, Seattle, WA, Vereinigte Staaten
Zusammenfassung:
CCAAGS-22 aims to bring together researchers working in the creative mixture of combinatorial and computational ideas in applied algebraic geometry. Part of this event will celebrate Bernd Sturmfels and his contributions to the field.
Eintrags-ID:
1445853
14
Summer Graduate School — Algebraic Theory of Differential and Difference Equations, Model Theory and their Applications
05. Jul 2022 - 16. Jul 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Eintrags-ID:
1443976
15
Homotopical Methods in Fixed Point Theory
11. Jul 2022 - 15. Jul 2022 • Boulder, CO, Vereinigte Staaten
Veranstalter:
University of Colorado Boulder
Zusammenfassung:
The goal of this summer school is to introduce participants to tools and ideas from algebraic topology and homotopy theory that are used in the study of fixed point theory. This will be a problem set focused summer school surrounding four mini-courses.
Themen:
1) Fixed point theory and Nielsen theory 2) Categorical Approach to Duality 3) Spectra 4) Trace Methods
Einsendeschluss für Abstracts:
01. Feb 2022
Eintrags-ID:
1448807
16
Summer Graduate School — Tropical Geometry
01. Aug 2022 - 13. Aug 2022 • St. Mary's College, Moraga, California , Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
The goal of this summer school is to give students crash courses in tropical and logarithmic geometry, with a particular focus on the applications in enumerative geometry and moduli theory.
Eintrags-ID:
1444012
17
Program — Floer Homotopy Theory (FHT).
15. Aug 2022 - 16. Dez 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Zusammenfassung:
The development of Floer theory in its early years can be seen as a parallel to the emergence of algebraic topology in the first half of the 20th century, going from counting invariants to homology groups, and beyond that to the construction of algebraic structures on these homology groups and their underlying chain complexes. In continuing work that started in the latter part of the 20th century, algebraic topologists and homotopy theorists have developed deep methods for refining these constructions, motivated in large part by the application of understanding the classification of manifolds. The goal of this program is to relate these developments to Floer theory with the dual aims of (i) making progress in understanding symplectic and low-dimensional topology, and (ii) providing a new set of geometrically motivated questions in homotopy theory.
Eintrags-ID:
1366903
18
FHT – Program — Floer Homotopy Theory
15. Aug 2022 - 16. Dez 2022 • Berkeley, Kalifornien, Vereinigte Staaten
Veranstalter:
MRSI – Mathematical Sciences Research Institute, Berkeley
Zusammenfassung:
The development of Floer theory in its early years can be seen as a parallel to the emergence of algebraic topology in the first half of the 20th century, going from counting invariants to homology groups, and beyond that to the construction of algebraic structures on these homology groups and their underlying chain complexes. In continuing work that started in the latter part of the 20th century, algebraic topologists and homotopy theorists have developed deep methods for refining these constructions, motivated in large part by the application of understanding the classification of manifolds. The goal of this program is to relate these developments to Floer theory with the dual aims of (i) making progress in understanding symplectic and low-dimensional topology, and (ii) providing a new set of geometrically motivated questions in homotopy theory.
Eintrags-ID:
1376536
19
Workshop — Introductory Workshop: Floer Homotopy Theory
12. Sep 2022 - 17. Sep 2022 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
Over the last decade, there has been a wealth of new applications of homotopy-theoretic techniques to Floer homology in low-dimensional topology and symplectic geometry, including Manolescu’s disproof of the high-dimensional Triangulation Conjecture and Abouzaid-Blumberg’s proof of the Arnol’d Conjecture in finite characteristic. Conversely, results in Floer theory and categorification have opened new directions of research in homotopy theory, from string topology to S-Lie algebras. The goal of this workshop is to introduce researchers in Floer theory to modern techniques and questions in homotopy theory and, conversely, introduce researchers in homotopy theory to ideas underlying Floer theory and its applications.
Eintrags-ID:
1444085
20
Gravity from algebra: modern field theory methods for holography
23. Jan 2023 - 26. Jan 2023 • Santa Barbara, Vereinigte Staaten
Veranstalter:
UC Santa Barbara, Kavli Institute for Theoretical Physics (KITP)
Zusammenfassung:
The last several years have seen rapid development of a new language for conformal field theory(CFT), including insights from the conformal bootstrap program. This conference will bring to bear the modern arsenal of conformal field theory on the foundations of holography and quantum gravity. A theme of the conference will be the extent to which consistency conditions on quantum gravity are inherited from those of CFT, and whether they naturally lead to string/M-theory. By bringing together scientists on both sides of holographic duality, we hope to explore these issues in a broad way.Topics to be covered include large N bootstrap and the structure of holographic CFTs dual to general relativity; CFT sum rules and gravitational effective field theory; aspects of supersymmetry in holography; low-dimensional holography, modularity and quantum chaos; black holes from strongly-coupled finite temperature physics; symmetry constraints on gravitational path integrals and AdS vacua; S-matrices, their relation to CFT correlators, and holography away from AdS.
Eintrags-ID:
1448520
21
Introductory Workshop: Algebraic Cycles, L-Values, and Euler Systems
23. Jan 2023 - 28. Jan 2023 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
The Introductory Workshop aims to provide a coherent overview of current research in algebraic cycles, L-values, Euler systems, and the many connections between them. This includes the study of special cycles on Shimura varieties and moduli spaces of shtukas, integral representations of L-values and the construction of p-adic L-functions, and the construction of Euler systems from special elements in Chow groups or higher Chow groups of Shimura varieties. Workshop lectures will be organized into short lecture series, so as to allow each series to begin with expository lectures on foundational results before moving on to current research.
Eintrags-ID:
1444147
22
Workshop — Shimura Varieties and L-functions
13. Mär 2023 - 18. Mär 2023 • Mathematical Sciences Research Institute, Berkeley, Vereinigte Staaten
Veranstalter:
Mathematical Sciences Research Institute (MRSI)
Zusammenfassung:
The topical workshop will be dedicated to Shouwu Zhang, to mark the occasion of his 60th birthday, and to honour his numerous beautiful contributions to the theory of Shimura varieties and special values of L-functions. It will highlight cutting edge work on topics such as the construction of Euler systems; relations between special cycles on Shimura varieties and L-functions, such as generalized Gross-Zagier formulas and the Tate conjecture; the construction of Galois representations in cohomology; and related aspects of the theory of automorphic forms.
Themen:
Algebraic Cycles, L-Values, and Euler Systems
Eintrags-ID:
1444124


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Stand vom 14. Oktober 2021