A random walk on the unit interval
16/04/2004 Friday 16th April 2004, 13:00 (Room V003, Civil Engineering Building)
Marcel F. Neuts, Department of Systems and Industrial Engineering, The University of Arizona
We examine a Markov chain model for a random walk on the unit interval. That model is the subject of several problems, starting with 6.4.34, pp. 321 ff. in the book Marcel F. Neuts, \"Algorithmic Probability: A Collection of Problems\", Chapman and Hall, New York, New York, 1995. The random walk is studied by analytic, numerical and computer-experimental methods. Each of these approaches complement the others. Together, they offer an example of the diverse, hybrid methods that can be brought to bear on the contemporary problems of applied mathematics.