Explore the intricacies of cubic rational maps with parabolics in this 47-minute lecture presented by Khudoyor Mamayusupov from New Uzbekistan University at the Banach Center. Delve into the mathematical concepts and theories surrounding slices of these complex functions, gaining insights into their properties and applications in the field of dynamical systems.
Overview
Syllabus
Slices of cubic rational maps with parabolics
Taught by
Banach Center
Related Courses
-
A Family of Rational Maps with One Free Critical Point
-
Horn Maps of Semi-Parabolic Hénon Maps
-
Local Connectivity of Boundaries of Tame Fatou Components of Meromorphic Maps
-
Story of 1D Holomorphic Dynamics
-
On a Mandelbrot-Like Set for a Family of Exponential Maps
-
Indecomposable Continua in Exponential Dynamics
