I have produced the following material

• spring 2013, Mandelbrot set, Bachelors thesis (10 ECTS) Mandelbrot set

• spring 2014, Fourier analysis (8 ECTS) Fourier analysis

I have taken the following courses

Complex analysis

• autumn 2009, Complex analysis 1a (4 ECTS)
• autumn 2009, Complex analysis 1b (4 ECTS)
• autumn 2011, Complex analysis II (8 ECTS) ca2
  • Material: Joel L. Schiff - Normal families, portions of Chapters 1-2
  • chordal and spherical metric
  • normal families
  • elliptic functions
  • Poisson-Jensen formula
• spring 2013, Riemann mapping theorem and Dirichlet problem (8 ECTS) rmtdp

• summer 2013, Selected topics in complex analysis (8 ECTS) seltop

• autumn 2013, Entire functions (8 ECTS) entfun
  • infinite products
  • does the L'Hôpital rule hold for analytic functions? - Answer: "almost always"
  • Mittag-Leffler's theorem
  • Atte: Gamma function
  • Taneli: Zeta function
  • Markku: Runge's theorem (from Greene-Krantz)
  • Juha-Matti: Hadamard's factorization theorem
• spring 2014, Nevanlinna theory (4 ECTS)
• spring 2015, Introduction to univalent functions (8 ECTS) univalent

• autumn 2015, Loewner theory (4 ECTS) lowthe

• spring xxxx, Some Banach spaces of analytic functions danikas

Related to complex analysis

• Schwarzian derivative

Functional analysis

• autumn 2009, Introduction to functional analysis (8 ECTS)
• autumn 2009, Functional analysis (4 ECTS)

I have missed these courses

• autumn 2009, Functional analysis II (8 ECTS)

Things to learn

• Make a poster. poster

• Make an abstract for a talk. talk abstract

• How to produce examples. examples

I am studying now

• O. Lehto - Univalent functions and Teichmüller spaces temu