Students' projects on large deviations

All files are available as gzipped PostScript.

1. Sofia Andersson (sofia@maths.lth.se)
   Traffic modeling using Markov modulated Poisson processes - Large deviations aspects.

2. Anna Carlsund (annac@math.kth.se) and Mia Deijfen (mia@matematik.su.se)
   Fractional Brownian motion.

3. Erling Englund (erling@matstat.umu.se)
   Call acceptance control, many sources asymptotics.

4. Ola Engvall (olae@math.chalmers.se) and Dan Mattsson (danm@math.chalmers.se)
   Restricting buffer over-/underflow with long range dependent arrival processes.

5. Ola Hammarlid (olah@matematik.su.se)
   The large deviation principle and the fallacy of large numbers.

6. Joachim Johansson (joachimj@math.chalmers.se)
   An example of Ethernet traffic modelling.

7. Kasper Kristensen (kasperk@math.ku.dk)
   The buffer management problem.

8. Henrik Lundqvist (henrik.lundqvist@it.kth.se)
   Loss networks and error correction.

9. Jörgen Olsén (jorgen@math.uu.se) and Raimundas Gaigalas (jaunas@math.uu.se)
   Large deviation techniques used for analysis of flow contol in a single-server network.

   gzipped Matlab code in tar-format (restore with tar -x -v -z -f ld99olsengaigalas.tar.gz flow_ctrl).

10. Tommi Sottinen (tsottine@rock.helsinki.fi)
    Fractional Brownian motion, weak convergence, and large deviations.

11. Christer Åkerblom (akerblom@math.chalmers.se)
    Information theory and large deviations.