Noether Lecture

The Noether Lecture is a distinguished lecture series that honors women "who have made fundamental and sustained contributions to the mathematical sciences". The Association for Women in Mathematics (AWM) established the annual lectures in 1980 as the Emmy Noether Lectures, in honor of one of the leading mathematicians of her time. In 2013 it was renamed the AWM-AMS Noether Lecture and since 2015 is sponsored jointly with the American Mathematical Society (AMS). The recipient delivers the lecture at the yearly American Joint Mathematics Meetings held in January.[1]

The ICM Emmy Noether Lecture is an additional lecture series, sponsored by the International Mathematical Union. Beginning in 1994 this lecture was delivered at the International Congress of Mathematicians, held every four years. In 2010 the lecture series was made permanent.[2]

Noether Lecturers

YearNameLecture title
1980F. Jessie MacWilliamsA Survey of Coding Theory
1981Olga Taussky-ToddThe Many Aspects of Pythagorean Triangles
1982Julia RobinsonFunctional Equations in Arithmetic
1983Cathleen S. MorawetzHow Do Perturbations of the Wave Equation Work
1984Mary Ellen RudinParacompactness
1985Jane Cronin ScanlonA Model of Cardiac Fiber: Problems in Singularly Perturbed Systems
1986Yvonne Choquet-BruhatOn Partial Differential Equations of Gauge Theories and General Relativity
1987Joan S. BirmanStudying Links via Braids
1988Karen K. UhlenbeckMoment Maps in Stable Bundles: Where Analysis Algebra and Topology Meet
1989Mary F. WheelerLarge Scale Modeling of Problems Arising in Flow in Porous Media
1990Bhama SrinivasanThe Invasion of Geometry into Finite Group Theory
1991Alexandra BellowAlmost Everywhere Convergence: The Case for the Ergodic Viewpoint
1992Nancy KopellOscillators and Networks of Them: Which Differences Make a Difference
1993Linda KeenHyperbolic Geometry and Spaces of Riemann Surfaces
1994Lesley SibnerAnalysis in Gauge Theory
1995Judith D. SallyMeasuring Noetherian Rings
1996Olga OleinikOn Some Homogenization Problems for Differential Operators
1997Linda Preiss RothschildHow Do Real Manifolds Live in Complex Space
1998Dusa McDuffSymplectic Structures - A New Approach to Geometry
1999Krystyna M. KuperbergAperiodic Dynamical Systems
2000Margaret H. WrightThe Mathematics of Optimization
2001Sun-Yung Alice ChangNonlinear Equations in Conformal Geometry
2002Lenore BlumComputing Over the Reals: Where Turing Meets Newton
2003Jean TaylorFive Little Crystals and How They Grew
2004Svetlana KatokSymbolic Dynamics for Geodesic Flows
2005Lai-Sang YoungFrom Limit Cycles to Strange Attractors
2006Ingrid DaubechiesMathematical Results and Challenges in Learning Theory
2007Karen VogtmannAutomorphisms of Groups, Outer Space, and Beyond
2008Audrey A. TerrasFun With Zeta Functions of Graphs
2009Fan Chung GrahamNew Directions in Graph Theory
2010Carolyn S. GordonYou Can’t Hear the Shape of a Manifold
2011Susan MontgomeryOrthogonal Representations: From Groups to Hopf Algebras
2012Barbara KeyfitzConservation Laws - Not Exactly a la Noether
2013Raman ParimalaA Hasse principle for quadratic forms over function fields
2014Georgia BenkartWalking on Graphs the Representation Theory Way
2015Wen-Ching Winnie LiModular forms for congruence and noncongruence
2016Karen E. SmithThe Power of Noether's Ring Theory in Understanding Singularities of Complex Algebraic Varieties
2017Lisa JeffreyCohomology of Symplectic Quotients
2018Jill PipherNonsmooth Boundary Value Problems
2019Bryna KraDynamics of systems with low complexity
2020Birgit SpehBranching Laws for Representations of Non Compact Orthogonal Groups
References:[3][4][5]

ICM Emmy Noether Lecturers

YearName
1994Olga Ladyzhenskaya
1998Cathleen Synge Morawetz
2002Hesheng Hu
2006Yvonne Choquet-Bruhat
2010Idun Reiten
2014Georgia BenkartZ
References: [6]
gollark: If they don't, they'll talk to facts' manager.
gollark: There was a discussion about languages of some kind.
gollark: Orbital bee strikes are not a hugely new concept.
gollark: ... why?
gollark: According to the political compass visualizer, which is completely accurate™, while you (komrad kit) and C4 are in the same quadrant and very close on the main two axes, you're opposite on the progressive/conservative ones.

See also

References

  1. "Noether Lecture". Association for Women in Mathematics. Retrieved 23 December 2018.
  2. "ICM Emmy Noether Lecture". International Mathematical Union. Archived from the original on 5 August 2017.
  3. "Profiles of Women in Mathematics - The Emmy Noether Lectures". Association for Women in Mathematics. Archived from the original on 21 July 2018. Retrieved 19 August 2015.
  4. "Past Noether Lectures". Association for Women in Mathematics. Retrieved 23 December 2018.
  5. "2017 :: Joint Mathematics Meetings :: January 4 - 7 (Wednesday - Saturday), 2017". jointmathematicsmeetings.org.
  6. "ICM Emmy Noether Lecturers". International Mathematical Union. 24 July 2014. Retrieved 7 April 2019.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.