News & Announcements
Please click here to read more about Andy.
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For further information see the official announcement.
Jeff is one of six distinguished scholars who will receive the honorary degree in 2021. Further information can be found here.
February 28, 1925 - January 26, 2020
Plans for a memorial are on hold due to the COVID-19 situation.
To read about Louis' outstanding life and career, click here.
Professors Sylvia Serfaty, Michael Shelley, and Ofer Zeitouni have been elected as members of the American Academy of Arts and Sciences (AMACAD). For more information, please see the press release from the Academy. Congratulations!
Marsha Berger, Silver Professor of Computer Science and Mathematics, will be awarded the 2019 Norbert Wiener Prize in Applied Mathematics.
The citation notes that Marsha is being recognized for her "fundamental contributions to adaptive mesh refinement (AMR) and to Cartesian mesh techniques for automating the simulation of compressible flows in complex geometry."
Presented jointly by the American Mathematical Society (AMS) and the Society for Industrial and Applied Mathematics (AMS), the Norbert Wiener Prize in Applied Mathematics is awarded every three years for an outstanding contribution to applied mathematics in the highest and broadest sense.
Marsha is a frequent visitor to NASA Ames, where she has spent every summer since 1990, and several sabbaticals. Her honors include membership in the National Academy of Sciences, the National Academy of Engineering, and the American Academy of Arts and Sciences. She is a Fellow of the Society for Industrial and Applied Mathematics. Berger was a recipient of the IEEE Fernbach award, and was part of the team that won the 2002 Software of the Year Award from NASA for its Cart3D software.
Silver Professor of Mathematics, Jeff Cheeger, has received the 2019 Steele Prize for Lifetime Achievement for his fundamental contributions to geometric analysis and their far-reaching influence on related areas of mathematics. Congratulations, Jeff!
See the announcement from the American Mathematical Society for more about Jeff's award.
Percy Deift has been honored for his "seminal contributions to Schroedinger operators, inverse scattering theory, nonlinear waves, asymptotic analysis of Fredholm and Toeplitz determinants, universality in random matrix theory, and his deep analysis of integrable models." Congratulations, Percy!
For further information, please see the official Henri Poincaré Prize page.
Congratulations to Sylvia Serfaty on being named a 2018 Simons Investigator!
For further information, please see the list of Simons Investigator awardees.
Awarded annually since 1955, the Sloan Research Fellowships are given to early-career scientists and scholars whose achievements and potential identify them as rising stars among the next generation of scientific leaders. Miranda and Afonso are among 126 American and Canadian researchers receiving the award this year.
The mathematics department is happy to announce the successful creation of a new Research and Training Group (RTG) in Mathematical Modeling and Simulation, a five-year vertically-integrated research activity funded by the National Science Foundation (award DMS-1646339) since the Fall of 2017. This RTG is devoted to training through research of undergraduates, graduate students, and postdoctoral fellows in several salient aspects of modern applied mathematics, and will emphasize the connections among modeling, simulation and experimental observation.
Sylvia Serfaty has been named a Silver Professor. Congratulations!
Nader Masmoudi has been awarded the 2017 Fermat Prize by the Institut de Mathématiques de Toulouse for "his very deep and creative work in the field of nonlinear partial differential equations." Congratulations!
Anya Katsevich, a first year doctoral candidate at the Courant Institute of Mathematical Sciences, New York University, has been awarded a Department of Energy Computational Science Graduate Fellowship (DOE CSGF) to support her Applied Mathematics research.
Katsevich, from Oviedo, Florida, received her bachelor's degree in Mathematics from the University of North Carolina at Chapel Hill. Less than 5 percent of applicants are chosen for the fellowship each year.
The DOE CSGF, administered by the Krell Institute of Ames, Iowa, is funded by the DOE's Office of Science and the National Nuclear Security Administration. Each year, the program grants fellowships to support doctoral students whose education and research focus on using high-performance computers to solve complex science and engineering problems of national importance. Since it was launched in 1991, the DOE CSGF has supported 436 students at more than 65 universities.
DOE CSGF students receive full tuition and fees plus an annual stipend and academic allowance, renewable for up to four years. In return, recipients must complete courses in a scientific or engineering discipline plus computer science and applied mathematics. They also must do a three-month research practicum at one of 21 DOE laboratories or sites across the country.
Katsevich joins a group of 20 first-year fellows in 2017, bringing the total number of current DOE CSGF recipients to 79 students in 14 states.
The fellowship and related practicum experiences are effective workforce recruitment tools for the national laboratories. Nearly a quarter of all DOE CSGF alumni currently work or have worked in a DOE lab setting. Others pursue careers in academia, industry or government, where they introduce and advocate for computational science as a tool for discovery.
For more information on the DOE CSGF, contact the Krell Institute at 515-956-3696 or visit http://www.krellinst.org/csgf.
Cathleen Synge Morawetz died on August 8, 2017. She was 94 years old.
Cathleen was a leading mathematician who made fundamental and lasting contributions in the field of partial differential equations. She worked on a wide range of problems, making seminal contributions to transonic flow and scattering theory among other topics. In 1956 she solved what was then an engineering mystery, by showing that there is no airfoil design that robustly eliminates shocks at supersonic speeds. In the 60s and 70s she studied the scattering of waves by obstacles and nonlinear scattering theory. The techniques she introduced -- now known as "Morawetz inequalities" and "Morawetz estimates" -- are flexible and widely applicable; as a result, her work has strongly influenced many areas where wave propagation is important, including fluid dynamics and general relativity.
Cathleen was born in Toronto in 1923 to John L. Synge, a distinguished Irish physicist and mathematician, and Eleanor Allen. She graduated from the University of Toronto in 1945, received a master's degree in 1946 at the Massachusetts Institute of Technology, and a Ph.D in 1951 at New York University, under the supervision of Kurt O. Friedrichs. After spending a year at MIT, Cathleen joined NYU's Institute for Mathematics and Mechanics (the precursor of today's Courant Institute of Mathematical Sciences) in 1952 as a Research Associate, and after five years became an Assistant Professor. She remained at NYU throughout her career, and was Director of the Courant Institute from 1984 to 1988 -- the first and only woman Director. She was proud to serve as a role model for generations of young mathematicians.
In addition to her academic positions, Cathleen served as President of the American Mathematical Society 1995-7; was a trustee for the American Mathematical Society, the Alfred P. Sloan Foundation, and Princeton University; and served on numerous advisory committees or boards of organizations including the JSTOR Consortium, the NYC Mayor's Commission on Science and Technology, the NCR Corporation, the National Research Council, and the Dublin Institute for Advanced Studies' School of Theoretical Physics.
Cathleen began her research on transonic flow while she was a Research Associate at NYU. In a series of three celebrated papers in the 1950s, she established that shock free flows about profiles are exceptional in the sense that perturbations of the profile shape or upstream velocity of a shockless flow will result in shock formation. This work also provided important tools for the study of mixed type PDE including ingenious energy estimates and maximum principles for auxiliary functions related to invariances in the equations. Cathleen also explored techniques for producing transonic flows with mild shocks, including artificial viscosity approaches combined with compensated compactness in the 1980s; this entailed finding appropriate entropy pairs and obtaining uniform estimates for small viscosity. In addition, Cathleen opened the door to constructing rich families of shockless 2-D flows by obtaining well posedness for weak solutions of the Dirichlet problem for Tricomi type equations, with a first breakthrough in 1970 and robust refinements some 30 years later.
During the 60s and 70s Cathleen became interested in scattering problems. One focus was the scattering of waves by obstacles, where she proved local energy decay for star-shaped obstacles. The proof was based upon ingenious energy identities, totally different from the usual energy identities of mathematical physics. These identities have been central to modern theories of hyperbolic and mixed-type partial differential equations. This work and subsequent research on nonlinear scattering theory led to a whole series of "Morawetz inequalities" and "Morawetz estimates", both of which refer to a general procedure for proving local energy decay of solutions to a large class of dispersive equations. The applicability of this procedure to a wide range of problems has made Cathleen's work very influential in the study of nonlinear waves, including general relativity.
Cathleen received many honors and awards, including honorary degrees from New York University (2007), the University of Toronto (1996), the University of Dublin (1996), the University of Waterloo (1993), Duke University (1988), New Jersey Institute of Technology (1988), Princeton University (1986), Brown University (1982), Smith College (1980), and Eastern Michigan University (1980). She was elected Fellow of the American mathematical Society (2012), SIAM Fellow (2009), Fellow of the American Philosophical Society (1997); Fellow of the Royal Society of Canada (1996); Member of the National Academy of Sciences (1990); Fellow of the American Academy of Arts and Sciences (1984); and she held Guggenheim Fellowships twice, in 1966-7 and 1978-9.
In 1998 Cathleen received the National Medal of Science. Her other awards include the American Mathematical Society's Leroy P. Steele Prize for Lifetime Achievement (2004), and its George David Birkhoff Prize in Applied Mathematics (2006).
She is survived by her husband Herbert; her sister Isabel; her children John, Lida, Nancy, and Pegeen; 10 grandchildren and step-granchildren; and 3 great-grandchildren.
Additional information about Cathleen, including video, is available at the Simons Foundation "Science Lives" website.
As of September 1, 2017 the Mathematics faculty at the Tandon School of Engineering will join the Department of Mathematics in the Courant Institute of Mathematical Sciences. The Courant math department will be the math department for both the College of Arts and Sciences and the Tandon School of Engineering. The department will be responsible for mathematics classes across the university.
We expect that this merger will foster many new academic collaborations between faculty in engineering and the mathematical sciences.
The department will now offer two undergraduate degrees -- a BA in Mathematics (offered to the students in the College of Arts and Sciences) and a BS in Mathematics (offered to students in the Tandon School of Engineering). The coursework for the BS degree will cover a wide range of mathematical topics and will require students to specify a component in one field of engineering. In addition, as a result of the merger, the Courant Mathematics Department is considering developing an MS degree in Engineering Mathematics as an addition to its rich array of graduate programs.
Joel Spencer has been named a Fellow of the Society of Industrial and Applied Mathematics for "contributions to discrete mathematics and theory of computing, particularly random graphs and networks, Ramsey theory, logic, and randomized algorithms." Congratulations!
Eyal Lubetzky is the recipient of the prestigious AMS Centennial Fellowship for the 2016-17 academic year. The fellowship is awarded to outstanding young mathematicians for excellence in research achievement. Click here for further information from the AMS. Congratulations, Eyal!
Eyal Lubetzky has been elected a Fellow of the Institute of Mathematical Statistics. Fellowships are awarded to IMS members in honor of their outstanding research and professional contributions in the fields of statistics and probability.
Eyal's election will be celebrated in July at the IMS Presidential Address and Awards Ceremony, during the World Congress in Probability and Statistics in Toronto.
Leslie Greengard has been elected a member of the American Academy of Arts & Sciences. Warm congratulations to you, Leslie!