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1 Neuroscience Research Institute, National Institute of Advanced Industrial Science and Technology, Tsukuba 3058568; 2 Department of Integrative Brain Science, Graduate School of Medicine, Kyoto University, Kyoto 6068501, Japan
Submitted 5 November 2003; accepted in final form 28 January 2004
| ABSTRACT |
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| INTRODUCTION |
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This study shows that the responses of monkeys to background perturbations are qualitatively similar to those of humans, indicating that they would provide a good animal model for humans. Thus monkeys are selectively less sensitive to background motion that induces retinal slip in the same direction as the reafferent visual motion normally associated with pursuit against a stationary textured background and also show a relatively nonselective increase in sensitivity to motion during pursuit when the background moves with the target. We also report that, when the animal fixates a stationary target, sustained background motion selectively reduces/increases the sensitivity to subsequent background perturbations in the same/opposite direction.
| METHODS |
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0.8° of arc, and the luminance ranged from 6.5 (white dots) to 0.6 cd/m2 (black surround areas). The horizontal and vertical positions of the pursuit target and the background were independently controlled by mirror galvanometers in the projector light paths. In one experiment, the random-dot background images were partitioned into central and peripheral parts, each controlled independently by a separate slide projector with its own mirror galvanometer (center, 15° diam). Data collection and analysis
The presentation of the stimuli and the collection, storage, and display of data were controlled by a PC running the REX operating system (Hays et al. 1982
). Eye movements were measured using the electromagnetic search coil technique (Fuchs and Robinson 1966
). Voltage signals encoding the horizontal and vertical components of the eye position, together with mirror (galvanometer) position, were passed through an analog filter (200 Hz) and were digitized to a resolution of 12 bits and sampling at 1 kHz. All data were stored and transferred to another PC for analysis using an interactive computer program based on Matlab (Mathworks). Eye position data were differentiated to yield eye velocity profiles (differentiator 80 Hz, 3dB). Trials free of saccades for the first 500 ms following the onset of target motion were selected for further analysis. To obtain low-noise estimates of eye velocity, responses were averaged over
20 trials free of saccades. The mean eye velocity profiles were differentiated using a digital filter to yield eye acceleration profiles (differentiator 80 Hz, 3dB). The mean eye velocity profiles (after subtracting the no-perturbation controls) were used to estimate the mean initial peak eye velocity, which was the maximum eye velocity achieved by the first wave of eye acceleration (Miles et al. 1986
). The initial peak eye velocity was searched in the 100-ms interval starting 60 ms after the onset of the perturbation. Note that the latency of the responses was
6070 ms (e.g., Fig. 1). The trial-by-trial variance was computed by measuring the eye velocity at the time of the initial peak in the mean eye velocity profile.
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We recorded the ocular tracking elicited by brief background motions (perturbations) and investigated their dependence on the prior visuo-motor conditions in three separate paradigms. At the start of each trial, a stationary fixation target appeared at the center of the screen along with a stationary random-dot pattern that provided a textured background. The animal was required to position its eyes within 2° of the fixation target for a variable period of time for the trial to proceed. The subsequent events varied from one paradigm to another and were as follows.
OCULAR TRACKING RESPONSES TO BRIEF PERTURBATIONS OF A PREVIOUSLY STATIONARY TEXTURED BACKGROUND WHILE ATTEMPTING TO PURSUE A MOVING TARGET. The central fixation target disappeared and another identical target appeared at an eccentric position (15°, right or left of center) moving toward or away from the screen center at one of several possible fixed speeds, which was called the step-ramp paradigm (paradigm 1) (Lisberger and Westbrook 1985
; Rashbass 1961
). The monkey was required to track the moving target and to keep its eyes within 2° of the target's location. Our interest here was solely in the case in which the target moved toward the screen center because it often resulted in the initiation of smooth tracking free of catch-up saccades, but on 50% of trials, the motion of the target was away from the fovea to ensure that the direction of motion could not be predicted from the direction of the step. The step size (15°), that is, the initial eccentric position of the pursuit target, was selected separately for each animal and for each speed and direction of pursuit to minimize the likelihood of catch-up saccades. The speed of the target (ramp) was 0, 5, 10, 20, or 30° /s. (Note that, to avoid a saccade in the special case of 0 ° /s, the target at the center stayed on and was not replaced by one at an eccentric position.) Two hundred fifty milliseconds (or 300 ms for 1 monkey) after the onset of target motion, the background was perturbed horizontally, moving at one of several possible fixed velocities for 40 ms. After the target had been moving for 800 ms, the target and the background were turned off, indicating the end of the trial, and the animal was given a drop of fruit juice. In an additional variant of this paradigm, we arranged for the speed of the background perturbations to always differ from the speed of the target by 60 ° /s (rightward or leftward), regardless of the preceding target/background velocity. All experiments included control trials in which the perturbation of the background was omitted.
OCULAR TRACKING RESPONSES TO BRIEF PERTURBATIONS (SPEED CHANGES) OF A TEXTURED BACKGROUND WHILE ATTEMPTING TO PURSUE A TARGET THAT WAS MOVING TOGETHER WITH THAT BACKGROUND. As in the first paradigm, the central fixation target disappeared and another identical target appeared at an eccentric position (15°, right or left of center) moving toward or away from the screen center. In the present paradigm (paradigm 2), however, the background also started to move at the same time as the target and with the same speed and direction (0, 5, 10, or 20 ° /s, rightward or leftward). Two hundred fifty milliseconds after the onset of motion, a brief perturbation of the background was applied by adding a rightward or leftward movement of 60 ° /s to the pre-existing background motion for 40 ms. The motion of the target was not changed. After the target had been moving for 800 ms, the target and the background disappeared, and the animal was given a drop of fruit juice, indicating the end of the trial. In one further experiment, the random-dot pattern on the screen was partitioned into a circular central region 15° across and a surrounding peripheral region, each produced by a separate slide projector and controlled independently by mirror galvanometers in the light paths. This permitted us to restrict the perturbations to the central or peripheral regions of the retina. All experiments included control trials in which the perturbation of the background was omitted.
OCULAR TRACKING RESPONSES TO BRIEF PERTURBATIONS (SPEED CHANGES) OF A MOVING TEXTURED BACKGROUND DURING ATTEMPTED FIXATION OF A STATIONARY TARGET. The background started moving horizontally at 20 ° /s, rightward or leftward, and 250 ms later, the background was perturbed brieflyits speed changing to 40 ° /s, rightward or leftward, for 40 ms (paradigm 3). The target and background were turned off 510 ms later, signaling the end of the trial. Control trials were included in which the perturbation of the background was omitted. The animal was required to keep its eyes within 2° of the stationary target throughout the trial, despite the background motions, and to refrain from making any saccades to receive a fruit-juice reward.
| RESULTS |
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Monkeys were able to pursue targets moving against a stationary textured background, usually taking about 200 ms to reach their asymptotic tracking velocity, which in some cases was very close to the actual target velocity. Nonetheless, even when seemingly little affected by the background, their tracking could be markedly affected by subsequent brief disturbances of that background. This can be seen in the sample eye velocity tracking responses shown in Fig. 1A, in which the animal generally achieved a pursuit velocity very close to target velocity (20 ° /s rightward) and yet responded quite vigorously to a subsequent brief rightward perturbation of the background (duration, 40 ms; speed, 60 ° /s; onset time, 300 ms after the onset of the original target motion). The component of the response attributable to the perturbation is made clear in Fig. 1B, which shows the mean eye velocity tracking responses with (thick line) and without the perturbation (thin line). The responses to the perturbations of the background had the ultrashort latency characteristic of the ocular following responses elicited by background motion when the animal is not tracking a moving target (Miles et al. 1986
).
Dependence on the retinal velocity of the background during the perturbation
We examined the dependence of the responses to background perturbations on the velocity of the perturbation and show sample mean eye velocity traces for one animalthe same one illustrated in Fig. 1in Fig. 2A. In the experiments that generated these sample data, all motions were rightward, the speed of the target being 20 ° /s in all cases and the speed of the background perturbations ranging in steps from 10 to 60 ° /s (see the key in Fig. 2A). The eye velocity profiles show clear dependence on the velocity of the perturbation, and to further clarify this dependence, we also show the mean eye velocity profiles after subtracting the mean response to the same 20 ° /s target motion when no perturbation was applied (Fig. 2B). It is now apparent that the disturbance in tracking was greatest with the highest perturbation speed that we used 60 ° /sand was minimal for perturbation speeds equal to or less than the target speed of 20 ° /s. To quantify these effects, we measured the mean initial peak eye velocity (after subtracting the no-perturbation controls and computing the trial-by-trial variance from the raw eye velocity recorded at the time of that peak), and those data are plotted in Fig. 3A: the data seen in Fig. 2 are here shown as circle symbols. We now see that perturbations of 20 ° /s or less elicited only very small responses with little or no dependence on perturbation velocity. In contrast, when the perturbations were faster than the target velocity, they caused disturbances in target tracking that increased progressively with increases in the perturbation velocity. That the transition occurred when the perturbation velocity equaled the target velocity became very clear when we examined the data obtained with other target velocities. Thus when target velocities were 10 and 30 ° /s (rightward), responses to (rightward) background perturbations showed clear dependence on velocity only when the background speed exceeded 10 and 30 ° /s, respectively (Fig. 3A, squares and triangles). Clearly, the important parameter during the perturbations was the relative velocity between the target and background: if the velocities of the target and the background during the perturbations were such that the target overtook the backgroundas during normal everyday trackingthe responses to those perturbations were almost negligibly small. Only when the velocities of the target and the background during the perturbations were such that the target was overtaken by the background surely rare in everyday lifewere there appreciable responses to the perturbations. A similar pattern of behavior was found with leftward tracking (data not shown), but of course, the signs were all reversed.
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Dependence on the pursuit velocity
Further perusal of Fig. 3, CE, indicates that the responses to those perturbations of the background that reversed the normal direction of the reafference on the retina during pursuit were also dependent on the target velocity at the time the perturbations were applied: the data clearly imply that, for perturbations that resulted in a given (reversed) retinal slip velocity, the greater the target velocity, the greater the response to that perturbation.
In an attempt to characterize this dependence on target velocity more clearly, especially when the target and background were moving in opposite directions, we did one additional experiment in which the speed of the background perturbations always differed from the speed of the target by 60 ° /s (rightward or leftward). For example, when the target moved leftward at 20 ° /s, the subsequent background perturbations were either 80 ° /s leftward or 40 ° /s rightward. Sample mean eye velocity response profiles to rightward perturbations are shown for one monkey in Fig. 4A. The profiles with perturbations are shown in black lines or a thick gray line for that during fixation, and the profiles without perturbations are shown in thin gray lines. Given that all of the perturbations were rightward, as reported above, the responses to those perturbations were invariably small when they induced retinal motion of the background that was in the usual direction for pursuit reafference (i.e., when the monkey fixated a stationary target or tracked a leftward-moving target) and increased in magnitude when they induced motion in the reversed direction of the usual pursuit reafference (i.e., when the monkey tracked a rightward-moving target). The tracking performance of this monkey during the times the brief perturbations were applied was generally very good, so that the retinal slip velocity during the perturbations was invariably within 2 ° /s of the applied 60 ° /s. Figure 4B shows these same response profiles after subtracting the mean eye velocity profiles recorded when the monkey tracked the corresponding target motions but no perturbations were applied. The initial peak eye velocity response elicited by the rightward perturbations, expressed as a percentage of the peak response to the same perturbation during fixation of the stationary target (termed percentage modulation), is plotted against target velocity in Fig. 4C (closed circles, continuous line) and shows a clear discontinuity around zero target velocity: leftward trackingfor which the retinal motion of the background during the perturbations was always in the same direction as that during pursuit across a stationary backgroundwas almost without effect, but rightward trackingfor which the retinal motion of the background during the perturbations was in the opposite direction to that during pursuit across a stationary backgroundincreased the responses to the perturbation, and the greater the tracking velocity the greater its impact. Similar findings, with the opposite sign, were obtained with leftward perturbations (Fig. 4C, open circles and discontinuous line). Thus the enhancement of the responses to background perturbations during pursuit were also dependent on the target/pursuit velocity, prior tracking selectively increasing the sensitivity to background perturbations that tended to drive the eyes in the same direction as the existing pursuit. Data from two other monkeys showed the same general effects (Fig. 4, D and E).
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We eliminated the background motion on the retina during pursuit in the period preceding the application of the background perturbation by moving the background together with the pursuit target. The brief perturbation was achieved by adding a rightward or leftward movement of 60 ° /s to the pre-existing background motion for 40 ms. Figure 5A shows the mean eye velocity responses of one animal to rightward perturbations of the background when that animal had been pursuing a target moving (with the background) at 0, 5, 10, and 20 ° /s rightward and leftward. Thus the conditions in Fig. 5A are the same as in Fig. 4A except that the background was stationary in the latter and moved with the background in the former, and there are two clear differences in the response profiles. When the background moved with the target, the effects of background perturbations showed less directional asymmetry, in part because the responses during rightward tracking showed less dependence on target velocity and in part because the responses during leftward tracking showed more dependence on tracking. Thus the responses to the perturbations were clearly very weak when the target was stationary and increased in magnitude with target velocity when the motions of the target and background during the perturbation were in the same or opposite direction, although the former was the more effective with a given pursuit speed. In this experiment, tracking performance was generally good at all target velocities so that the retinal slip velocity of the background during the perturbation was always very close to 60 ° /s. Similar modulatory effects were seen with leftward perturbations. To quantify these effects and allow easy comparison of the data from three animals, we expressed each as a percentage of the response when the target was stationary, exactly as we did for the data obtained with paradigm 1. These estimates of the percentage modulation are plotted in Fig. 5B, which shows that the responses to the background perturbation were enhanced regardless of whether the perturbations were in the same or the opposite direction to target motion especially at high target speeds (20 ° /s), although the effect was generally greater when the directions were the same. Similar effects were seen with the other two monkeys (Fig. 5, C and D). We also examined the effects of brief horizontal perturbations of the background when the animal had been pursuing a target moving at 20 ° /s vertically together with the background. The effects were greater than during fixation but less than during horizontal pursuit (120 ± 30% modulation for upward pursuit, 150 ± 30% for downward pursuit).
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In one experiment, the random-dot pattern on the screen was partitioned into a circular central region, 15° across, and a surrounding peripheral region, permitting us to restrict the perturbations to the central or peripheral regions of the retina (see METHODS). Sample mean eye velocity profiles from one monkey in response to brief perturbations of the central and/or peripheral parts of the background (after the animal had been tracking the combined motion of the target and the entire background) are shown in Fig. 6. For the sample data shown, the initial motion of the target and background was always 20 ° /s rightward and the perturbations were always 60 ° /s rightward motion applied for 40 ms. During both fixation and pursuit, the responses to the perturbations were greatest when applied to the central region alone, weaker when applied to the entire background, and appreciably weaker when applied to the periphery alone (cf. Kawano and Miles 1986
). Similar data were obtained for the opposite direction of motion and from another animal. We again normalized the data for each by expressing them as a percentage of the response when the target was stationary and computed the means for the three animals. These estimates of the percentage modulation indicate that the responses to the background perturbation were always enhanced by the prior tracking, the percentage enhancement (n = 4) being 436 ± 90% (SD) when the perturbations were restricted to the center, 544 ± 134% when applied to the entire background, and 417 ± 275% when restricted to the periphery.
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We were interested in the possibility that the prior existence of background motion on the retina was itself sufficient to alter the effects of subsequent perturbations of that background independent of pursuit per se. Thus we set up conditions in which the subject fixated a stationary spot while the background was moved and examined the ocular responses to a subsequent perturbation of those background images. Figure 7A shows sample mean eye velocity profiles obtained from one monkey when the background started moving at 20 ° /s in the leftward (black line) and rightward (gray line) directions for 250 ms and changed to 40 ° /s rightward for 40 msthe transient perturbation before resuming its original motion. The initial background motion resulted in some weak tracking, but this had largely subsided by the time the perturbation was applied. The two responses to the perturbation were dramatically different even though the retinal slip during the perturbations was almost identical, i.e., always within 12 ° /s of 40 ° /s. Thus the response to the perturbation was appreciably larger when it resulted in a reversal of the motion of the background (and its retinal image), so that the response to the perturbation after the background had been moving leftward was much greater than that after the background had been moving rightward. Using a range of initial background velocities (5, 10, 20 ° /s, rightward and leftward) while keeping the background velocity during the perturbation constant at 40 ° /s rightward indicated that there was a strong dependence on the prior velocity of the background. This dependence is shown in Fig. 7B (closed symbols, continuous line), for which plot we normalized the data by expressing them as a percentage of the response when the background was stationary (percentage modulation). In this graph, the percentage modulation showed a clear discontinuity at zero background velocity (cf. Fig. 3): when the prior background motion was leftward (negative in Fig. 7B), so that the perturbation brought about a reversal of the background motion on the retina, the responses to those background perturbations showed a clear increase with increases in the prior background velocity; on the other hand, when the prior background motion was rightward (positive in Fig. 7B), so that the perturbation did not bring about a reversal of the background motion on the retina, the responses to those background perturbations were always very weak and showed little dependence on the prior velocity of the background. Similar data were obtained with leftward perturbations (open symbols, discontinuous line in Fig. 7B). The same effects were also evident in the data of two more monkeys (Fig. 7, C and D).
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| DISCUSSION |
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Comparison with previous studies
The influence of a moving background on the initiation of pursuit was studied on human subjects (Masson et al. 1995
; Niemann and Hoffmann 1997
; Schwarz and Ilg 1999
) and on monkeys (Born et al. 2000
). Both synergistic effects of the target and background motion (Masson et al. 1995
; Schwarz and Ilg 1999
) and their antagonistic effects were reported (Born et al. 2000
; Niemann and Hoffmann 1997
), probably depending on their experimental conditions. During the maintenance of pursuit, the effects of a stationary background were studied, and only a modest impact was reported (Collewijn and Tamminga 1984
; Mohrmann and Thier 1995
). In this study, we concentrated the effect of a background motion during the maintenance of the pursuit. Some previous studies demonstrated the ocular sensitivities to the retinal motion of the background during pursuit maintenance in humans. Suehiro et al. (1999
), which is our earlier work, moved the background for a brief period (40 ms) when the human subject was pursuing a target. Schwarz and Ilg (1999
) and Lindner et al. (2001
) applied a longer background motion (200 ms) that starts in the initiation period of pursuit and covers a part of the maintenance period. Although the timing of the background motion was different, their results were consistent with that of Suehiro et al. (1999
), i.e., eye velocity was increased when the pursuit and the background motion was in the same direction and was not altered or was changed only modestly when their motion was in opposite directions. In this study, we adopted the methods used by Suehiro et al. (1999
) and demonstrated that monkeys also showed the same direction selectivity in the response to a brief background perturbation during the maintenance of pursuit as in humans.
Miles et al. (1986
) demonstrated that sudden motion of a large textured background initiated a tracking eye movement with an ultrashort latency (
5060 ms), which they called "ocular following." Gellman et al. (1990
) showed that similar tracking eye movements could also be elicited in humans at a slightly longer latency (7075 ms). The background motion stimuli used in this study were very similar to those used in the previous studies of ocular following and the perturbations generated responses with a similar ultrashort latency (
60 ms, see Figs. 1 and 2). This suggests that the perturbation responses observed here might be generated by the same or similar neural mechanisms as ocular following.
In addition to the experimental conditions used in our previous study on humans, we also used an experimental condition in which we asked the animal to attempt fixation of a stationary target while the textured background started to move (paradigm 3). In this condition, the initial background motion always resulted in some weak tracking in the direction of the background motion (see Fig. 7). However, Born et al. (2000
) observed eye movements in the direction opposite to the background motion when their monkey tracked a target moving across a random-dot background started to move at the onset of the target motion. The differences might be due to the experimental conditions; Born et al. (2000
) used a background of a low-density random-dot pattern [0.3%, whereas ours was high density (50%)], and asked the animal to make a saccade to an eccentric target (no saccade in our experiment).
Enhancement of ocular sensitivity to a background perturbation during pursuit
One of our remarkable findings is that the response to a background perturbation (in the same direction as pursuit in paradigm 1 and in both directions in paradigm 2) is larger during pursuit than during fixation of a stationary target (see Figs. 3, 4, 5). This property has been seen in humans (Suehiro et al. 1999
). In our pervious study, we have proposed that two mechanisms may be working when the subjects are pursuing a target moving across a stationary background. One of them is a generalized increase in the gain of visuo-motor processing for ocular tracking as a direct consequence of pursuit. The data obtained from the experiment of ocular tracking of a target that moves together with a textured background show that the responses to the background perturbations were enhanced regardless of whether the perturbations were in the same or the opposite direction to the target motion.
Schwartz and Lisberger (1994
) showed that, during pursuit, there is an increased sensitivity to target motion. Their effects and our results share the following common features. 1) The effect was larger when the perturbations were along the axis of ongoing target motion (regardless of whether the perturbations were in the same or the opposite direction to target motion) than when the perturbations were orthogonal to the axis. 2) The gain of the response to the perturbation increased as a function of the target speeds. Although Schwartz and Lisberger (1994
) suggested an increase in the gain of visuo-motor processing for a pursuing target, our result from the experiment of restricting the perturbations to the central or peripheral retina suggests that the mechanism influences the efficacy of visual inputs well beyond the boundaries of the usual target spots, and that when subjects select a moving object to pursue, its motion would be boosted for visuo-motor processing irrespective of its size. Note that this property is also common in humans and monkeys (cf. Suehiro et al. 1999
).
Evidence has been accumulated to understand the brain circuitry that initiates and maintains smooth pursuit eye movements, including the cerebral cortex, pontine nucleus, cerebellum, and brain stem (for recent review, Ilg 1997
). Among these structures, Tanaka and Lisberger (2001
, 2002
) showed that the electrical stimulation in the frontal pursuit area (FPA) increased the ocular response to a brief perturbation of target motion and suggested that the FPA has a role in controlling the gain of the visuo-motor transmission for pursuit. This might explain a part of our findings, i.e., the enhanced responses to background perturbations observed here.
Selective insensitivity to the reafferent visual input
If there were any stationary background images beyond the boundary of the target, our first mechanism (i.e., the generalized increase in gain) might disturb the subject in tracking the target under the presence of stationary background. We have also proposed, in our previous work, the second mechanism that would rescue the subject from this problem. That is, the ocular tracking system reduces its sensitivity to the reafferent visual input when the animal is tracking a target across a background. We have observed similar direction selectivity in the responses to background perturbations during pursuit in paradigm 1 with that in humans (see Fig. 4). Thus the results from monkeys are consistent with this mechanism. We think that these two mechanisms are working together to sustain the pursuit eye movements against a stationary background in monkeys also.
The result from the experiment of attempting fixation of a stationary target seen against a moving textured background (paradigm 3), which is a new finding from this work, strongly suggests that the selective suppression does not require actual, massive eye movements but requires the existence of retinal slip of the background and/or relative motion between the target and background. An adaptive property of neurons on the sensory-motor pathway generating eye movements might be related to this selective insensitivity observed here. Lisberger and Movshon (1999
) reported that neurons in the middle temporal (MT) area as a major source of the visual motion signal for ocular tracking showed adaptation for a step change in stimulus speed. Such adaptation in the MT area may decrease the responsibility to the motion inputs from the background in the same direction and therefore produce some part of the selective insensitivity to the reafferent inputs associated with pursuit.
Increase in the response during fixation against a moving textured background
In this study, we have also demonstrated that monkeys showed larger responses to background perturbations even during fixation when the background was moved in the opposite direction to the subsequent perturbation than when the background was stationary prior to introducing the background perturbation. As shown in Fig. 7, an optokinetic eye movement occurred in response to our conditioning motion of the background (i.e., sustained motion before the perturbation), and this optokinesis lasted before the perturbation. Therefore in this situation, the animals canceled this eye movement to keep the eyes on the stationary spot to be fixated. To achieve this, the pursuit system of monkeys might be effectively working to cancel the optokinesis in this situation, if our second mechanism described above, i.e., a selective insensitivity alone, is not enough to suppress the optokinesis. If this is the case, the first mechanism we have described above, i.e., a generalized increase in gain of visuo-motor processing associated with pursuit, might be related to this enhancement, although the actual eye movement itself is very small. Note that the response to the background perturbation to the same direction as that of the conditioning would be suppressed by our second mechanism. However, it is still possible that the retinal motion of the background and/or the relative motion between the target and background may selectively increase the sensitivity to motion of the background toward the opposite direction (possible third mechanism). Schwartz and Lisberger (1994
) showed that the response to perturbation of the fixation target, which was stationary before its perturbation, is affected in the presence of background motion at the time of the perturbation. The faster the background moved, the larger the response was. This similarity suggests that their and our findings may share a common mechanism. To clarify the mechanism underlying the findings, further systematic experiments are needed.
Is a monkey a good model of humans?
Although major properties of the responses to background perturbations during pursuit were common in humans and monkeys, there may be a minor difference. The magnitude of the responses to background perturbations in the direction of ongoing pursuit was generally larger when the monkeys were tracking a target against a stationary background than when they were tracking the target moving together with the background, while the responses in humans were quite similar in both situations (cf. Suehiro et al. 1999
). This might be related to the property discussed in Increase in the response during fixation against a moving textured background, i.e., the enhancement based on the retinal motion of the background and/or the relative motion between the target and background. Humans may not have this property, whereas monkeys have it. This may be clarified by knowing the properties of the responses to background perturbations in paradigm 3 of humans. However, in the current step, we have shown that the major properties of the responses to background perturbations during pursuit are quite similar to those in humans, which were demonstrated by Suehiro et al. (1999
). Thus two mechanisms that are purposeful for the pursuit in the presence of stationary background, which we proposed before, are consistent also in monkeys. Therefore we conclude here that a monkey is a good model animal of humans to investigate detailed neurophysiological mechanisms by which a stable pursuit is achieved even in the presence of stationary background.
| ACKNOWLEDGMENTS |
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GRANTS
This work was performed through the Advanced and Innovational Research Program in Life Sciences from the Ministry of Education, Culture, Sports, Science and Technology, the Japanese Government and was partly supported by the Cooperation Research Program of Primate Research Institute, Kyoto University.
| FOOTNOTES |
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Address for reprint requests and other correspondence: K. Miura, Dept. of Integrative Brain Science, Graduate School of Medicine, Kyoto Univ., Konoecho, Yoshida, Sakyo-ku, Kyoto-shi, Kyoto 6068501, Japan (E-mail: kmiura{at}brain.med.kyoto-u.ac.jp).
| REFERENCES |
|---|
|
|
|---|
Churchland AK and Lisberger SG. Gain control in human smooth-pursuit eye movements. J Neurophysiol 87: 29362945, 2002.
Collewijn H and Tamminga EP. Human smooth and saccadic eye movements during voluntary pursuit of different target motions on different backgrounds. J Physiol 351: 217250, 1984.
Fuchs AF and Robinson DA. A method for measuring horizontal and vertical eye movement chronically in the monkey. J Appl Physiol 21: 10681070, 1966.
Gellman RS, Carl JR, and Miles FA. Short latency ocular-following responses in man. Vis Neurosci 5: 107122, 1990.[ISI][Medline]
Hays AV, Richmond BJ, and Optican LM. A UNIX-based multiple process system for real-time data acquisition and control. WESCON Conf Proc 2: 110, 1982.
Ilg UJ. Slow eye movements. Prog Neurobiol 53: 293329, 1997.[CrossRef][ISI][Medline]
Judge SJ, Richmond BJ, and Chu FC. Implantation of magnetic search coils for measurement of eye position: an improved method. Vision Res 20: 535538, 1980.[CrossRef][ISI][Medline]
Kawano K. Ocular tracking: behavior and neurophysiology. Curr Opin Neurobiol 9: 467473, 1999.[CrossRef][ISI][Medline]
Kawano K and Miles FA. Short-latency ocular following responses of monkey. II. Dependence on a prior saccadic eye movement. J Neurophysiol 56: 13551380, 1986.
Kawano K, Shidara M, and Yamane S. Neural activity in dorsolateral pontine nucleus of alert monkey during ocular following responses. J Neurophysiol 67: 680703, 1992.
Kimmig HG, Miles FA, and Schwarz U. Effects of stationary textured backgrounds on the initiation of pursuit eye movements in monkeys. J Neurophysiol 68: 21472164, 1992.
Lindner A, Schwarz U, and Ilg UJ. Cancellation of self-induced retinal image motion during smooth pursuit eye movements. Vision Res 41: 16851694, 2001.[CrossRef][ISI][Medline]
Lisberger SG and Movshon JA. Visual motion analysis for pursuit eye movements in area MT of macaque monkeys. J Neurosci 19: 22242246, 1999.
Lisberger SG and Westbrook LE. Properties of visual inputs that initiate horizontal smooth pursuit eye movements in monkeys. J Neurosci 5: 16621673, 1985.[Abstract]
Masson G, Proteau L, and Mestre DR. Effects of stationary and moving textured backgrounds on the visuo-oculo-manual tracking in humans. Vision Res 35: 837852, 1995.[CrossRef][ISI][Medline]
Miles FA, Kawano K, and Optican LM. Short-latency ocular following responses of monkey. I. Dependence on temporospatial properties of visual input. J Neurophysiol 56: 13211354, 1986.
Mohrmann H and Thier P. The influence of structured visual backgrounds on smooth-pursuit initiation, steady-state pursuit and smooth-pursuit termination. Biol Cybern 73: 8393, 1995.[ISI][Medline]
Niemann T and Hoffmann KP. The influence of stationary and moving textured backgrounds on smooth-pursuit initiation and steady state pursuit in humans. Exp Brain Res 115: 531540, 1997.[CrossRef][ISI][Medline]
Rashbass C. The relationship between saccadic and smooth tracking eye movements. J Physiol 159: 326338, 1961.
Schwartz JD and Lisberger SG. Initial tracking conditions modulate the gain of visuo-motor transmission for smooth pursuit eye movements in monkeys. Vis Neurosci 11: 411424, 1994.[ISI][Medline]
Schwarz U and Ilg UJ. Asymmetry in visual motion processing. Neuroreport 10: 24772480, 1999.[ISI][Medline]
Suehiro K, Miura K, Kodaka Y, Inoue Y, Takemura A, and Kawano K. Effects of smooth pursuit eye movement on ocular responses to sudden background motion in humans. Neurosci Res 35: 329338, 1999.[CrossRef][ISI][Medline]
Tanaka M and Lisberger SG. Regulation of the gain of visually guided smooth-pursuit eye movements by frontal cortex. Nature 409: 191194, 2001.[CrossRef][Medline]
Tanaka M and Lisberger SG. Enhancement of multiple components of pursuit eye movement by microstimulation in the arcuate frontal pursuit area in monkeys. J Neurophysiol 87: 802818, 2002.
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