@InProceedings{   BorjaMohri:AI:2015,
  Author        = "Balle, Borja and Mohri, Mehryar",
  Editor        = "Maletti, Andreas",
  Abstract      = "Weighted finite automata (WFA) are finite automata whose transitions and states are augmented with some weights, elements of a semiring. A WFA induces a function over strings. The value it assigns to an input string is the semiring sum of the weights of all paths labeled with that string, where the weight of a path is obtained by taking the semiring product of the weights of its constituent transitions, as well as those of its origin and destination states.",
  Address       = "Cham",
  BookTitle     = "Algebraic Informatics",
  date-added    = "2023-08-04 11:52:50 +0200",
  date-modified = "2023-08-04 11:53:02 +0200",
  ISBN          = "978-3-319-23021-4",
  Pages         = "1--21",
  Publisher     = "Springer International Publishing",
  Title         = "Learning Weighted Automata",
  Year          = "2015",
  File          = "Learning Weighted Automata - 978-3-319-23021-4\_1.pdf"
}

@InProceedings{ BorjaMohri:AI:2015, Author = "Balle, Borja and Mohri, Mehryar", Editor = "Maletti, Andreas", Abstract = "Weighted finite automata (WFA) are finite automata whose transitions and states are augmented with some weights, elements of a semiring. A WFA induces a function over strings. The value it assigns to an input string is the semiring sum of the weights of all paths labeled with that string, where the weight of a path is obtained by taking the semiring product of the weights of its constituent transitions, as well as those of its origin and destination states.", Address = "Cham", BookTitle = "Algebraic Informatics", date-added = "2023-08-04 11:52:50 +0200", date-modified = "2023-08-04 11:53:02 +0200", ISBN = "978-3-319-23021-4", Pages = "1--21", Publisher = "Springer International Publishing", Title = "Learning Weighted Automata", Year = "2015", File = "Learning Weighted Automata - 978-3-319-23021-4_1.pdf" }