Former SFARI Investigator Karl Deisseroth Wins 2026 Nobel Prize on Simons Foundation ...

Apply Now: New Grants to Support HBCU Faculty and Research Excellence on Simons Foundation ...

Adrian Bayer started as a research fellow at the Flatiron Institute's Center for Computational Astrophysics in 2025 and serves as the co-leader of the Simons Observatory’s Sky Modeling working group.

Environmentally benign materials discovery for SAI and CCT. Laboratory physicochemical characterization of SAI and CCT materials and their interactions with light, clouds, atmospheric trace gases and ...

CCQ’s mission is to develop the concepts, theories, algorithms and codes needed to solve the quantum many-body problem and to use the solutions to predict the behavior of materials and molecules of ...

The Simons Foundation offices will be closed on November 26-28, 2026, December 24, 2026–January 2, 2027, and January 19, 2027. The Simons Foundation’s Mathematics and Physical Sciences division is ...

The Simons Foundation offices will be closed November 25–27, 2026. The Simons Foundation’s Life Sciences division is accepting applications for the Simons Postdoctoral Fellowships in Plant Biology.

The Simons Foundation’s Life Sciences division advances basic research on fundamental questions in biology. The division focuses on origins of life, microbial oceanography, microbial ecology and ...

The Center for Computational Biology develops new and innovative methods of examining data in the biological sciences whose scale and complexity have historically resisted analysis. CCB’s mission is ...

PIs and co-Investigators (co-Is) must hold a tenured or tenure-track faculty, or equivalent, position at said eligible institutions or centers, outlined below, at the time of application and for the ...

CCM’s mission is to create new mathematical approaches, algorithms and software to advance scientific research in multiple disciplines, often in collaboration with other Flatiron Centers. Applied and ...

A number of years ago, Kollár proved that any small deformation of an elliptically fibered Calabi–Yau variety X is also elliptically fibered, provided \(H^2(X,\mathcal{O}_X)=0\). We show the same is ...