GAHUNGU, Joachim; SMEERS, Yves - Center for Operations Research and Econometrics (CORE), … - 2011
stopping (i.e. sub- and super- sets of the stopping region) for some sub-cases of the general problem. We then exhibit a … region, but also allows to characterize (more complex) subsets of the stopping region that do not have an analytical … particular, it simplifies the expression of the subset of the stopping region identified by Nishide and Rogers (2011). Our …
