Gain control is a salient feature of information processing throughout
the visual system. Heeger (1991, 1992) described a mechanism that could
underpin gain control in primary visual cortex (V1). According to this model,
a neuron's response is normalized by dividing its output by the sum of
a population of neurons, which are selective for orientations covering a
broad range. Gain control in this scheme is manifested as a change in the
semisaturation constant (contrast gain) of a V1 neuron. Here we examine how
flanking and annular gratings of the same or orthogonal orientation to that
preferred by a neuron presented beyond the receptive field modulate
gain in V1 neurons in anesthetized marmosets (Callithrix
jacchus). To characterize how gain was modulated by surround
stimuli, the Michaelis–Menten equation was fitted to response
versus contrast functions obtained under each stimulus
condition. The modulation of gain by surround stimuli was modelled best
as a divisive reduction in response gain. Response gain varied with the
orientation of surround stimuli, but was reduced most when the
orientation of a large annular grating beyond the classical receptive
field matched the preferred orientation of neurons. The strength of
surround suppression did not vary significantly with retinal
eccentricity or laminar distribution. In the marmoset, as in macaques
(Angelucci et al., 2002a, b), gain control over the
sort of distances reported here (up to 10 deg) may be mediated by feedback
from extrastriate areas.