Figure 1 Frequency distribution of neighborhood density measurements. Note that the axes are not the same definition. The first (Maximal Neighborhood Density, column AJ) defines neighbors as signs that share any four of the five sub-lexical properties described above. Because these five sub-lexical properties offered in ASL-LEX do not uniquely identify each sign, the neighborhood density definitions of- fered here differ from the traditional definitions of neighbor- hood density used for spoken language in that here neighbors are not necessarily true minimal pairs. The distribution for Maximal Neighborhood Density values was extremely skewed toward fewer neighbors (Mdn = 27; see Fig. 1A). The distribution of spoken English neighborhood density in the English Lexicon Project (Balota et al., 2007) is also skewed toward fewer neighbors (Min = 0, ha = 48, Mdn = 0). Signed languages are thought to have unusually small numbers of neighbors relative to spoken languages (true minimal pairs are extremely rare; van der Kooij, 2002), so Maximal Neighborhood Density may not fully capture the phonological structure of the lexicon. For this reason, an ad- ditional neighborhood density measure (Minimal eighborhood Density, column AJ) was added that defines neighbors as signs that overlap in at least one feature of any kind with the target. The median Minimal Neighborhood Density is 780 (see Fig. 1B). Because Minimal Neighoborhood Density includes quite distant neighbors, the distribution is skewed toward more neighbors. There is also a The neighborhood density measures described above calcu- ate the number of shared sub-lexical properties irrespective of he type of property (i.e., location, movement, handshape). However, much of the linguistic work on sign languages has focused on the relationship between signs that share a partic- ular sub-lexical feature (e.g., location) and the “neighborhood density” for that sub-lexical feature (e.g., location neighbor- hood density, handshape neighborhood density; Baus, Gutiérrez-Sigut, Quer, & Carrieras, 2008; Baus, Gutiérrez & Carreiras, 2014; Corina & Emmorey, 1993; Corina & Hildebrandt, 2002; Corina & Knapp, 2006; Dye & Shih,