-Some Aspects of Random Fragmentations in Continuous Times;
-Metastability of Ageing in Stochastic Dynamics;
-Algebraic Systems of Generating Functions and Return Probabilities for Random Walks;
-Recurrent Measures and Measure Rigidity;
-Stochastic Particle Approximations for Two-Dimensional Navier Stokes Equations; and
-Random and Universal Metric Spaces.
The intended audience for this book is Ph.D. students on Probability and Ergodic Theory as well as researchers in these areas. The particular interest of this book is the broad areas of problems that it covers. We have chosen six main topics and asked six experts to give an introductory course on the subject touching the latest advances on each problem.