Skip to main content Skip to navigation

MA933 - Module Resources

Lecturer: Stefan Grosskinsky (email)

TA: Peter Byfield (email)

Lectures: Thu 11-1 and Fri 11-1 in D1.07

Classes: Thu 3-5 and Fri 2-4 in D1.07


  • list of exam topics
  • Written class test (about 1.5 hours) on Thu 02.11. at 3pm in B0.06, counts 25/100.
    No books allowed, please only come with writing material and have your student ID number ready to put on the exam booklet.
    Previous class tests from 2014 (pdf), 2015 (pdf) and 2016 (pdf).
    This year's class test (pdf) with sketch of solution (pdf)
  • Viva/oral examination on Fri 03.11. in B1.12, 20 minutes per student, counts 50/100 (timetable).
  • homework counts 25/100 marks


Problem sheets

  • sheet 1: due Friday 13.10., 2pm, counts 40% of homework marks
    Random walk, geometric random walk, Wright-Fisher model
    Q1.1 (c): the graph considered should be a connected tree, NOT a full connected graph (corrected in online version)

  • sheet 2 (part 1) and (part 2): due Friday 27.10., 2pm, counts 60% of homework marks

    Kingman's coalescent, geometric Brownian motion, Wright Fisher diffusion, random graphs
    Q2.2( d): use \mu =-1/2 (corrected in online version)
    sketch of solution (pdf)


  • hand-out 1: linear algebra (added some justifications on second page for those interested)
  • hand-out 2: Characteristic functions, Gaussian, LLN, CLT
  • hand-out 3: Poisson processes


For class material see the page of Peter Byfield.

Additional stuff (outdated, for now...)