The purpose of this paper is to introduce a new family of fuzzy similarity
indices, referred to as the generalised Tversky index (GTI). The developmen
t of GTI is based on the theoretical findings by Amos Tversky regarding the
human perception of similarity between different objects, as formulated by
the Features Contrast model (FC). Although GTI was developed starting from
Tversky's FC, it is shown that it provides a fuzzy extension and generaliz
ation of several widely used similarity indices like the Jaccard and Dice c
oefficients. The mathematical properties of two members of the GTI family,
namely TIM and TIP, are studied and their interpretation of similarity is e
xplained by comparison to other conventional indices. (C) 2001 Elsevier Sci
ence B.V. All rights reserved.