Complex dynamics
From Wikipedia, the free encyclopedia
Complex dynamics the study of dynamical systems for which the phase space is a complex manifold. Complex analytic dynamics specifies more precisely that it is analytic functions whose dynamics it is to study.
[edit] Technics[1]
- Montel's theorem
- Poincare metric
- Schwarz lemma
- Riemann mapping theorem
- Carathéodory's theorem (conformal mapping)
[edit] See also
- complex analysis
- Orbit portrait
- John Milnor
- Complex quadratic polynomial
- Fatou set
- Julia set
- Mandelbrot set
[edit] References
- ^ The Mandelbrot Set, Theme and Variations (London Mathematical Society Lecture Note Series) (No 274) by Tan Lei (Editor), Cambridge University Press, 2000
