Glass patterns are texture stimuli made by pairing randomly placed dots with partners at specific offsets. The strong percept of global form that arises from the sparse local orientation cues has made these patterns the subject of psychophysical investigations, yet neuronal responses to Glass patterns have not been studied. We measured the responses of neurons in macaque striate cortex (V1) to dynamic, translational Glass patterns as a function of dot separation and dot-pair orientation. Responses were selective, but were on average more than an order of magnitude weaker than responses to sinusoidal gratings. Response and selectivity were greatest when the dot-pair orientation matched that of the preferred grating and when dot separation was between one-quarter and one-half of the spatial period of the optimal grating; changing the dot-pair separation or inverting the contrast of one of the dots radically changed the orientation selectivity. We computed the expected responses for a receptive field model to translational Glass patterns and found that the complexity of our V1 tuning curves could be understood in terms of the responses of linear filters to pairs of dots. This modeling connects our understanding of V1 receptive fields as rectified, quasi-linear filters with results from psychophysical studies of Glass patterns. Our results provide a basis for studying how subsequent visual areas integrate weak, local signals into global form percepts.
Key words: Glass patterns; macaque monkey; primary visual cortex; V1; random dots; orientation selectivity; linear filter; spatial frequencyGlass patterns (Glass, 1969;Glass and Perez, 1973) have been used in numerous psychophysical studies to probe form-detecting mechanisms in human observers (Glass and Switkes, 1976;DeValois and Switkes, 1980;Prazdny, 1984;Earle, 1985;Prazdny, 1986;Dakin, 1997a;Wilson et al., 1997;Wilson and Wilkinson, 1998;Ross et al., 2000;Dakin and Bex, 2001). These patterns are created by taking a "seed" pattern of randomly placed dots and then pairing each dot with another according to a particular geometric rule. The example Glass patterns shown on the left side of Figure 1 were generated by translating, rotating, and magnifying the seed pattern and adding the result back to the original field. The percept of global form in each case is clear, but these global percepts arise purely from the local orientation cues given by pairs of dots. In his first description of these patterns, Glass (1969) speculated on the nature of the cortical responses that they evoked, and proposed that they would be useful for studying the neural basis of form perception. Closely related random-dot stimuli have been used to successfully probe the neuronal mechanisms underlying global coherent percepts in motion processing (Newsome et al., 1989) and depth perception (Poggio et al., 1985).Consideration of the structure of Glass patterns suggests that they are processed in two stages. The first stage must identify local orientation cues in the otherwise random pattern, an...