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Shona Douglas

Biographic Data

ID6536870
NAMEShona Douglas
GIVEN NAMESShona
FAMILY NAMEDouglas
SIGNATUREDOUGLAS S
AFFILIATIONSShannon Laboratory, AT&T Labs, 180 Park Avenue, Florham Park, NJ 07932
VERIFIEDNo
TOTAL WORKS1
TOTAL CITATIONS2
WORKS AS AUTHOR1
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2000
LATEST PUBLICATION YEAR2000
H-INDEX1
  • Learning Dependency Translation Models as Collections of Finite-State Head Transducers

    Open Access•Hiyan Alshawi, Srinivas Bangalore et al.•ARTICLE•Computational Linguistics•2000•Cited by: 2

    The paper defines weighted head transducers, finite-state machines that perform middle-out string transduction. These transducers are strictly more expressive than the special case of standard left-to-right finite-state transducers. Dependency transduction models are then defined as collections of weighted head transducers that are applied hierarchically. A dynamic programming search algorithm is described for finding the optimal transduction of …

  • Learning Dependency Translation Models as Collections of Finite-State Head Transducers

    Open Access•Hiyan Alshawi, Srinivas Bangalore et al.•ARTICLE•Computational Linguistics•2000•Cited by: 2

    The paper defines weighted head transducers, finite-state machines that perform middle-out string transduction. These transducers are strictly more expressive than the special case of standard left-to-right finite-state transducers. Dependency transduction models are then defined as collections of weighted head transducers that are applied hierarchically. A dynamic programming search algorithm is described for finding the optimal transduction of …

  • Learning Dependency Translation Models as Collections of Finite-State Head Transducers

    Open Access•Hiyan Alshawi, Srinivas Bangalore et al.•ARTICLE•Computational Linguistics•2000•Cited by: 2

    The paper defines weighted head transducers, finite-state machines that perform middle-out string transduction. These transducers are strictly more expressive than the special case of standard left-to-right finite-state transducers. Dependency transduction models are then defined as collections of weighted head transducers that are applied hierarchically. A dynamic programming search algorithm is described for finding the optimal transduction of …

Acoustics (1 work) · Algorithm (1 work) · Artificial Intelligence (1 work) · Computer Science (1 work) · Dependency (UML (1 work) · Finite-state machine (1 work) · Handwritten Text Recognition Techniques (1 work) · Head (geology (1 work) · Machine translation (1 work) · Mathematics (1 work)

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