Title | Corrigendum to "Towards a probability theory for product logic: States, integral representation and reasoning" [Int. J. Approx. Reason. 93 (2018) 199-218] |

Publication Type | Journal Article |

Year of Publication | 2018 |

Authors | Flaminio T [1], Godo L [2], Sara U [3] |

Journal | Int. J. Approx. Reasoning |

Volume | 103 |

Pagination | 267–269 |

Abstract | <p>The aim of this short note is to report on a counter-example by Stefano Aguzzoli (private communication) showing that a claim made in a recent paper of ours [2, Proposition 5.2], stating that the class of states of a free product algebra is closed, is in fact not true. That claim was used in turn in the proof of one of the main results of the same paper [2, Theorem 5.4]. However, we also provide in this note an alternative proof for that result, so that it keeps holding true.</p> |

URL | https://doi.org/10.1016/j.ijar.2018.09.010 [4] |

DOI | 10.1016/j.ijar.2018.09.010 [5] |