@article{eprints988,
          number = {2},
            year = {2004},
          volume = {67},
       publisher = {Elsevier},
         journal = {Statistics and probability letters },
           pages = {141--148},
           title = {On the behavior of the conditional expectations in Skorohod representation theorem},
          author = {Irene Crimaldi},
        keywords = {Weak convergence; Conditional expectation; Skorohod representation},
        abstract = {In this paper we deal with the Skorohod representation of a given system of probability measures. More precisely, we give conditions for the existence of a Skorohod representation (X,(Xn)) with the following additional property: for each real number p?1 and each real random variable Z in Lp, the conditional expectation E[Z{\ensuremath{|}}Xn] converges in Lp to the conditional expectation E[Z{\ensuremath{|}}X]
},
             url = {http://eprints.imtlucca.it/988/}
}