Recently, there has been a great deal of interest in the role of visual cortical gamma (20–60 Hz) activity in cognition and perception. For example, Tallon-Baudry and Bertrand (
1999) have argued strongly for the significance of non-stimulus-locked gamma activity in response to the appearance of coherent figures. Using EEG, these authors have observed stronger spectral power in the 20- to 60-Hz band for coherent images compared to a condition in which no coherent object is perceived. At the heart of the argument is the temporal correlation, or binding, hypothesis according to which temporal synchronization in the gamma band occurs in response to illusory figures versus incoherent images that do not form a recognizable percept. From a psychological perspective, feature binding is defined as the temporal linking of the common features of a stimulus (Gray & Singer,
1989). In Gestalt psychology, such common features of high visual salience include continuity, proximity, similarity, closure, and common fate motion (e.g., two bars that move together). Some mechanism is therefore needed by way of which attributes of an image that belong together are distinguished from other attributes that may be present simultaneously. Because of the sensitivity of neurons to timing of their synaptic inputs, it has been argued that synchronization of neuronal firing of a cell assembly is the signature of common features and of relatedness. Indeed, microscopic and macroscopic measurements of the visual cortex have shown that high-frequency responses to bars that move in the same direction are stronger than those which have opposite motion (Eckhorn et al.,
1988; Singer & Gray,
1995). Tallon-Baudry, Bertrand, Delpuech, and Pernier (
1996) showed that stronger 40-Hz responses occur to Kanizsa triangles compared to non-triangles, which can be associated with feature-binding since Kanizsa triangles comprise aligned lines that constitute continuity (see also Keil, Müller, Ray, Gruber, & Elbert,
1999; Müller et al.,
1996; Tallon, Bertrand, Delpuech, & Pernier,
1995; Tallon-Baudry, Bertrand, Wienbruch, Ross, & Pantev,
1997).