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The normalized freebase distance

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Abstract
In this paper, we propose the Normalized Freebase Distance (NFD), a new measure for determing semantic concept relatedness that is based on similar principles as the Normalized Web Distance (NWD). We illustrate that the NFD is more effective when comparing ambiguous concepts.
Keywords
Freebase, Normalized Freebase Distance, distance measurement

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Chicago
Godin, Fréderic, Tom De Nies, Christian Beecks, Laurens De Vocht, Wesley De Neve, Erik Mannens, Thomas Seidl, and Rik Van de Walle. 2014. “The Normalized Freebase Distance.” In Lecture Notes in Computer Science, ed. V Presutti, E Blomqvist, R Troncy, H Sack, I Papadakis, and A Tordai, 8798:218–221. Berlin, Germany: SPRINGER-VERLAG BERLIN.
APA
Godin, F., De Nies, T., Beecks, C., De Vocht, L., De Neve, W., Mannens, E., Seidl, T., et al. (2014). The normalized freebase distance. In V. Presutti, E. Blomqvist, R. Troncy, H. Sack, I. Papadakis, & A. Tordai (Eds.), Lecture Notes in Computer Science (Vol. 8798, pp. 218–221). Presented at the 11th ESWC Conference, Berlin, Germany: SPRINGER-VERLAG BERLIN.
Vancouver
1.
Godin F, De Nies T, Beecks C, De Vocht L, De Neve W, Mannens E, et al. The normalized freebase distance. In: Presutti V, Blomqvist E, Troncy R, Sack H, Papadakis I, Tordai A, editors. Lecture Notes in Computer Science. Berlin, Germany: SPRINGER-VERLAG BERLIN; 2014. p. 218–21.
MLA
Godin, Fréderic, Tom De Nies, Christian Beecks, et al. “The Normalized Freebase Distance.” Lecture Notes in Computer Science. Ed. V Presutti et al. Vol. 8798. Berlin, Germany: SPRINGER-VERLAG BERLIN, 2014. 218–221. Print.
@inproceedings{5817385,
  abstract     = {In this paper, we propose the Normalized Freebase Distance (NFD), a new measure for determing semantic concept relatedness that is based on similar principles as the Normalized Web Distance (NWD). We illustrate that the NFD is more effective when comparing ambiguous concepts.},
  author       = {Godin, Fr{\'e}deric and De Nies, Tom and Beecks, Christian and De Vocht, Laurens and De Neve, Wesley and Mannens, Erik and Seidl, Thomas and Van de Walle, Rik},
  booktitle    = {Lecture Notes in Computer Science},
  editor       = {Presutti, V and Blomqvist, E and Troncy, R and Sack, H and Papadakis, I and Tordai, A},
  isbn         = {9783319119557},
  issn         = {0302-9743},
  language     = {eng},
  location     = {Anissaras, Greece},
  pages        = {218--221},
  publisher    = {SPRINGER-VERLAG BERLIN},
  title        = {The normalized freebase distance},
  url          = {http://dx.doi.org/10.1007/978-3-319-11955-7\_22},
  volume       = {8798},
  year         = {2014},
}

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