Topics include well-posedness and stability of dynamical flows, attractors, invariant manifolds and their properties, and dissipative and Hamiltonian systems. Prerequisite: MATH 5310 and linear algebra, or the equivalent.

Seminars

Thomas Koberda (UVA) - Mini-course of finite simple groups. Lecture 1.

http://users.math.yale.edu/users/koberda/

Add to Google CalendarThomas Koberda (UVA) - Mini-course of finite simple groups. Lecture 2.

http://users.math.yale.edu/users/koberda/

Add to Google CalendarThomas Koberda (UVA) - Mini-course of finite simple groups. Lecture 3.

http://users.math.yale.edu/users/koberda/

Add to Google CalendarElchanan Mossel (Wharton U Penn) - TBA

http://www.stat.berkeley.edu/~mossel/

Add to Google Calendar*A random selection of our faculty*

MATH 7250

Topics include well-posedness and stability of dynamical flows, attractors, invariant manifolds and their properties, and dissipative and Hamiltonian systems. Prerequisite: MATH 5310 and linear algebra, or the equivalent.