Michael Tsatsomeros will discuss a bounded region E(A) in the complex
plane that contains the eigenvalues of a complex matrix A. E(A) is the
intersection of an infinite number of regions defined by elliptic curves
that were borne in Victoria many years ago. As such, E(A) resembles and
is contained in the numerical range of A, which is the intersection of
an infinite number of half-planes. E(A), however, can be much smaller
than the numerical range, while not being much harder to compute.
Additional Information
Location: Room 116, Hickman Building Michael Tsatsomeros, Washington State University