Deterministic and Stochastic Becker-D\"oring equations: Past and Recent   Mathematical Developments
  We present a survey on the results on a particular coagulation-fragmentation model given by the Becker-D\"oring equations. For both the deterministic and stochastic versions, we include well-posedness, long-time behavior, convergence rate towards equilibrium, coarsening and relation to transport equations, time-dependent properties, metastability and classical nucleation theory. All along this survey, we highlight recent results and open questions. 
Erwan Hingant and Romain Yvinec
math-ph math.MP