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Decision Making through Integration of Sensory Evidence at Prolonged Timescales
被引:26
|作者:
Waskom, Michael L.
[1
]
Kiani, Roozbeh
[1
,2
,3
]
机构:
[1] NYU, Ctr Neural Sci, 4 Washington Pl, New York, NY 10003 USA
[2] NYU, Langone Med Ctr, Neurosci Inst, 550 First Ave, New York, NY 10016 USA
[3] New York Univ, Dept Psychol, 4 Washington Pl, New York, NY 10003 USA
关键词:
PERSISTENT ACTIVITY;
RECURRENT NETWORK;
NEURAL ACTIVITY;
MODEL;
ACCUMULATION;
CHOICE;
INFERENCE;
HUMANS;
MEMORY;
EYE;
D O I:
10.1016/j.cub.2018.10.021
中图分类号:
Q5 [生物化学];
Q7 [分子生物学];
学科分类号:
071010 ;
081704 ;
摘要:
When multiple pieces of information bear on a decision, the best approach is to combine the evidence provided by each one. Evidence integration models formalize the computations underlying this process [1-3], explain human perceptual discrimination behavior [4-9], and correspond to neuronal responses elicited by discrimination tasks [10-14]. These findings suggest that evidence integration is key to understanding the neural basis of decision making [15-18]. But while evidence integration has most often been studied with simple tasks that limit deliberation to relatively brief periods, many natural decisions unfold over much longer durations. Neural network models imply acute limitations on the timescale of evidence integration [19-23], and it is currently unknown whether existing computational insights can generalize beyond rapid judgments. Here, we introduce a new psychophysical task and report model-based analyses of human behavior that demonstrate evidence integration at long timescales. Our task requires probabilistic inference using brief samples of visual evidence that are separated in time by long and unpredictable gaps. We show through several quantitative assays how decision making can approximate a normative integration process that extends over tens of seconds without accruing significant memory leak or noise. These results support the generalization of evidence integration models to a broader class of behaviors while posing new challenges for models of how these computations are implemented in biological networks.
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页码:3850 / +
页数:16
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