May 8 - May 9, 2025 at the University of Utah
The University of Utah College of Science (COS) News Article about the NSF CompMath Meeting 2025, COS News Article
The National Science Foundation (NSF) Computational Mathematics meeting brings together program officers of the NSF DMS Computational Mathematics program (CompMath) and researchers working in related fields. Participants include those already funded by the CompMath program, as well as participants seeking funds from NSF, such as junior faculty, postdoctoral fellows, and graduate students.
The goals of the meeting are to provide a forum for CompMath-sponsored researchers to showcase their projects regarding intellectual merit and broader impacts, to raise awareness of the breadth of the program’s topics and their impacts, and to allow the computational mathematics community to assess the programs in their entirety. In addition, the meeting is intended to facilitate the exchange of ideas and spur collaboration on the development of crucial insights into future directions of the Computational Mathematics group, to broaden the expertise of the community by introducing junior researchers to the NSF CompMath program, and to help communicate the scope of the impacts of Computational Mathematics field to the public.
Meeting parallel sessions and panels will occur at Spencer Fox Eccles Business Building (SFEBB) (1655 Campus Center Dr, Salt Lake City, UT 84112) on the Campus of the University of Utah (SFEBB is within walking distance from the University of Utah Guest House). In addition, the SFEBB building and its location have panoramic views of mountains and the city, a virtual tour
The morning social and the morning poster session on May 9, will take place in the Douglas Ballroom of the Guest House. All other events on both days will take place in SFEBB on the campus of the University of Utah (the morning social and morning poster session on May 9 are the only conference events that will take place at the Guest House).
Please see the schedule for more details.
James Adler, Tufts University
Alexander Alekseenko, CSUN
Yekaterina Epshteyn, University of Utah
Lars Ruthotto, Emory University
For questions and comments please e-mail to: compmath2025@utah.edu
The support of the National Science Foundation, NSF DMS-2506531, is gratefully acknowledged