With growing concerns over the impact threat of near-Earth small bodies and the utilization of space resources, the orbital evolution of binary ...

A new mathematical method could make long-term simulations of binary asteroids more reliable by preventing energy and ...

The Brown University mathematician fully embraces AI as a means to answer questions that have eluded humanity for centuries.

My research interests are in applied and computational mathematics. I am interested in developing and analyzing high-order numerical methods for solving partial differential equations and fractional ...

For nearly three centuries, Newton’s paradigm—modeling physical systems with differential equations and analyzing them with analytic calculus—defined classical physics. However, analytic calculus has ...

Operating matter-wave interferometers as quantum detectors for fundamental physics or inertial sensors with unprecedented ...

The analysis of spot-like structures is a widespread task in microscopy image analysis. Existing solutions are typically ...