Geometric Analysis
Supporting research on differential geometry, partial differential equations, variational principles, global analysis, complex manifolds, Lie group theory, mathematical physics, convex sets, integral geometry, and related topics with conference funding opportunities.
Funder: U.S. National Science Foundation
Due Dates: April 1–30, 2026 (Conference/Travel proposals) | September 1–30, 2026 (Conference/Travel proposals) | November 3, 2026 (General proposals)
Funding Amounts: Estimated total program funding: $8,800,000 | ~60 awards anticipated | No specified minimum/maximum per award
Summary: Supports research and conference activities in geometric analysis, including differential geometry, geometric group theory, and related fields.
Description
This program supports research in geometric analysis, encompassing differential geometry and its connections to partial differential equations and variational principles, geometric methods in modern mathematical physics, symplectic geometry, geometric group theory, geometric data analysis, and aspects of global analysis (such as convex, complex, integral, and information geometries). The program also considers proposals for conferences, workshops, and similar activities in these areas.
Conference and travel proposals must be submitted using the "Conference" or "Travel" proposal type in Research.gov, with specific submission windows and advance timing requirements relative to the event date.
