Christian Hägg: Asymptotic zero distributions of iterated derivatives of certain meromorphic functions
Time: Mon 2017-06-12 10.00 - 11.00
Location: Room 32, house 5, Kräftriket, Department of Mathematics, Stockholm University
Participating: Christian Hägg (MSc student)
Abstract: We study the asymptotic zero distributions of the sequences \(\{D^{\beta n}R(z)^n\}\) and \(\{D^n(R(z)\rm{e}^{T(z)})\}\),where \(R(z)\) is a rational function, \(T(z)\) is a polynomial, and \(\beta>0\) is a real number. Additionally, some numerical results on the above zero distributions are presented along with related conjectures.