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Vanderbilt Vision Research Center, Center for Integrative and Cognitive Neuroscience, Department of Psychology, Vanderbilt University, Nashville, Tennessee 37203
Submitted 11 August 2003; accepted in final form 21 January 2004
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ABSTRACT |
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INTRODUCTION |
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METHODS |
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) depends on the baseline discharge rate (B), maximum discharge rate (R), optimum direction (
), and directional tuning (T
). Previous reports have shown that this function effectively characterizes the spatial pattern of responsiveness of FEF neurons (Bruce and Goldberg 1985
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Positive subscripts denote the central facilitatory component, and negative subscripts denote the broader antagonistic component. We compared the quality of fit of both functions using the Model Selection Criterion (MSC) statistic
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) is the activity measured for the different target directions,
is the average presaccadic firing rate, A(
) is the activity expected based on the best fit Gaussian or DOG function, p is the number of free parameters, and n is the number of data points (Akaike 1976|
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RESULTS |
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The response of a representative FEF neuron during low similarity, efficient and high similarity, inefficient visual search for a singleton defined by color is shown in Fig. 2. Like every visually responsive neuron in FEF, this neuron had a spatially restricted receptive field and responded best to the target when it fell at one of the eight array positions. When the search target fell at the most sensitive position within the receptive field, the activity after the selection process was completed was maximal. When the target of the search array fell at locations on the edge of the neuron's receptive field, the level of the delayed activity evoked by the distractors in the receptive field was less than when the target fell at a more distant locations. To account for this pattern of variation, a DOG function was needed to provide an adequate fit of the data. Beyond the fact that the DOG equation has been used to model the facilitatory and suppressive zones of retinal ganglion neurons (Enroth-Cugell and Robson 1966
; Rodieck 1965
) and of neurons in the primary visual cortex (Hawken and Parker 1987
), it provided a quantitative means of determining whether neural activity exhibited the specific pattern of variation with target direction during visual search characterized by a zone of higher activity flanked by zones of lower activity compared with more distant locations. For this neuron, the MSC of 0.177 for the best-fit DOG was greater than the MSC of 0.127 obtained for the best-fit single Gaussian curve for the efficient search. Likewise, the MSC for the DOG (0.305) was greater than that for the single Gaussian (0.247) for the less efficient search. Therefore the DOG provided a better fit of the data than did the single Gaussian.
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The parameters from the best-fit Gaussian and DOG curves provide quantitative measures of the receptive field organization of FEF neurons. The following values were derived from both color and motion search because no clear differences were observed. The width of the receptive field was estimated by the SD (T
) of the Gaussian curve best-fit to the variation of activity when the target was presented alone. The value, which was calculated in polar angle, was converted to visual field angle according to the eccentricity of the stimuli using the law of cosines. All receptive fields in this sample were responsive to and tested with stimuli at 10° eccentricity. Based on the Gaussian curves fit to the response to the target presented alone for all of the cells, the average ± SE receptive field width was 6 ± 0.5° for visual neurons, 7 ± 0.3° for visuomovement neurons, and 5 ± 0.8° for movement neurons. These values were somewhat less than those reported previously (12 ± 0.8°) using comparable methods (Bruce and Goldberg 1985
; Schall et al. 1995
).
The extent of the suppressive surround was estimated from the SD of the subtractive component of the DOG equation (T-). We will report data from efficient and less efficient search trials separately. From data collected during efficient search, the mean value for the width in the visual field of the suppressive zones was 8 ± 0.7° for visual neurons, 7 ± 0.4° for visuomovement neurons, and 7 ± 2° for movement neurons. These values were also less than those of an earlier report (13 ± 2.0°) (Schall et al. 1995
). This average value was just 1° larger than the width of the receptive field estimated from T
. The estimate of the receptive field center width derived from the additive component of the DOG (T+) was 6 ± 0.6° for visual neurons, 8 ± 0.5° for visuomovement neurons, and 6 ± 2.7° for movement neurons, which were also somewhat less than reported previously (10 ± 1.5°). During efficient, pop-out search, the suppressive surround was larger than the receptive field center by an average of 0.4 ± 0.6°. The suppression was commonly asymmetric about the center of the receptive fields. The absolute value of the separation in the visual field between the center of the facilitatory component (
+) and the center of the subtractive component (
) averaged 4 ± 0.2°. The strength of the suppression of the distractor-elicited response by the target when it fell in the flanking regions was quantified by the ratio of the magnitudes of the suppressive and facilitatory components (R-/R+). For neurons best fit by the DOG function, the average ratio was 0.54 ± 0.045 for visual neurons, 0.58 ± 0.056 for visuomovement neurons, and 0.61 ± 0.084 for movement neurons. These values were somewhat less than the previous report (0.85 ± 0.11).
In data collected when the target and distractors were more similar, the mean value for the width in the visual field of the suppressive zones was 9 ± 0.6° for visual neurons, 8 ± 0.8° for visuomovement neurons, and 8 ± 1.3°. The estimate of the receptive field center width derived from the additive component of the DOG (T+) was 5 ± 0.5° for visual neurons, 7 ± 0.5° for visuomovement neurons, and 8 ± 2° for movement neurons. During less efficient search, the suppressive surround was larger than the facilitatory zone by an average of 1.4 ± 0.4°. The suppression was commonly asymmetric about the center of the receptive fields. The absolute value of the separation in the visual field between the center of the facilitatory component (
+) and the center of the subtractive component (
) averaged 4 ± 0.2°. For neurons with the spatial pattern of activity best fit by the DOG function during less efficient search, the average ratio of the strengths of the facilitatory and suppressive components (R-/R+) was 0.55 ± 0.083 for visual neurons, 0.47 ± 0.034 for visuomovement neurons, and 0.49 ± 0.153 for movement neurons. Overall, the center-surround organization of FEF neuron receptive fields was quantitatively similar whether the target was dissimilar or similar to the distractors.
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DISCUSSION |
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Relation to previous neurophysiology studies
The incidence of neurons with distractor suppression that varied with target proximity was not much different from what was observed in a previous study (Schall et al. 1995
) that found the target proximity effect for 21% of the visually responsive neurons. The present experiment demonstrated that a fraction of FEF neurons exhibit greater suppression of nontarget responses when the target was nearby in both efficient and inefficient search. This observation indicates that the surround suppression is not stimulus dependent and may therefore be an endogenous property of the neural target selection process.
The variation of presaccadic discharge as a function of search target direction that we observed can be described as a central excitatory zone flanked by suppressive regions, a pattern resembling that observed in other cortical areas and subcortical structures (Allman et al. 1985
; Desimone and Schein 1987
; Enroth-Cugell and Robson 1966
; Hawken and Parker 1987
; Kuffler 1953
; Olavarria et al. 1992
; Rodieck 1965
; Saito et al. 1986
). Thus a basic mechanism of sensory coding seems also to operate to guide eye movements. In fact, other studies of neural correlates of saccade target selection have reported variation of distractor suppression with target proximity in the superior colliculus (Basso and Wurtz 1998
) and substantia nigra (Basso and Wurtz 2002
).
Relation to previous behavior studies
Several studies have investigated the allocation of attention in space as a function of proximity to the selected target and have provided evidence for a nonmonotonic variation of attention allocation with distance from a target (e.g., Kröse and Julesz 1989
) that is a central feature of certain models of attention (Tsotsos et al. 2001
). For example, when subjects perform a same-different judgment on two precued letters in a circular ring, response times were fastest for adjacent and diametrically opposite pairs of cued targets and slowest when one letter intervened between the two cued letters (Skelton and Eriksen 1976
). Likewise, probing the allocation of attention reveals an inhibitory field centered on the selected target when attention is directed to a pair of targets with an irrelevant, competing letter probe (Pan and Eriksen 1993
) or a spatial probe is presented in an circular array of letters among which a target must be located (Cave and Zimmerman 1997
). The allocation of attention directed by a visual cue measured by a motion illusion exhibits a center-surround organization (Steinman et al. 1995
). The influence of a competing singleton on discrimination of the properties of a singleton target increased with proximity to the target (Caputo and Guerra 1998
; Mounts 2000
). Also, the accuracy of identifying two target letters at precued locations in an array of letters increased with the separation of the two targets, indicating that processing one target impaired processing of the other if it was too close (Bahcall and Kowler 1999
; see also Cutzu and Tsotsos 2003
).
The temptation to regard the pattern of modulation observed in this study as the basis for these observations in studies of attention must be tempered by the realization that the behavior and stimulus conditions used for this report (response terminated presentation of stimuli distinguished by color or motion) are markedly different from those employed in the aforementioned studies (e.g., brief presentation of more complex stimuli). It should also be noted that in singleton search with saccades errors to distractors neighboring the target are more, not less, common than errors in other directions (Findlay 1997
). Nevertheless, reasoning by analogy, we suggest that the spatial variation of target selection by certain neurons in the FEF may contribute to the corresponding variation in the allocation of attention.
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ACKNOWLEDGMENTS |
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GRANTS
This study was supported by National Eye Institute Grants R01-EY-08890 and P30-EY-08126.
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FOOTNOTES |
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Address for reprint requests and other correspondence: J. D. Schall, 301 Wilson Hall, 111 21st Ave. S, Vanderbilt Univ., Nashville, TN 37203.
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