29 research outputs found

    Network constraints on learnability of probabilistic motor sequences

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    Human learners are adept at grasping the complex relationships underlying incoming sequential input. In the present work, we formalize complex relationships as graph structures derived from temporal associations in motor sequences. Next, we explore the extent to which learners are sensitive to key variations in the topological properties inherent to those graph structures. Participants performed a probabilistic motor sequence task in which the order of button presses was determined by the traversal of graphs with modular, lattice-like, or random organization. Graph nodes each represented a unique button press and edges represented a transition between button presses. Results indicate that learning, indexed here by participants' response times, was strongly mediated by the graph's meso-scale organization, with modular graphs being associated with shorter response times than random and lattice graphs. Moreover, variations in a node's number of connections (degree) and a node's role in mediating long-distance communication (betweenness centrality) impacted graph learning, even after accounting for level of practice on that node. These results demonstrate that the graph architecture underlying temporal sequences of stimuli fundamentally constrains learning, and moreover that tools from network science provide a valuable framework for assessing how learners encode complex, temporally structured information.Comment: 29 pages, 4 figure

    sj-docx-1-qjp-10.1177_17470218221124869 – Supplemental material for Noise-induced differences in the complexity of spoken language

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    Supplemental material, sj-docx-1-qjp-10.1177_17470218221124869 for Noise-induced differences in the complexity of spoken language by Catherine T Pham and Elisabeth A Karuza in Quarterly Journal of Experimental Psychology</p

    Human Sensitivity to Community Structure Is Robust to Topological Variation

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    Despite mounting evidence that human learners are sensitive to community structure underpinning temporal sequences, this phenomenon has been studied using an extremely narrow set of network ensembles. The extent to which behavioral signatures of learning are robust to changes in community size and number is the focus of the present work. Here we present adult participants with a continuous stream of novel objects generated by a random walk along graphs of 1, 2, 3, 4, or 6 communities comprised of N = 24, 12, 8, 6, and 4 nodes, respectively. Nodes of the graph correspond to a unique object and edges correspond to their immediate succession in the stream. In short, we find that previously observed processing costs associated with community boundaries persist across an array of graph architectures. These results indicate that statistical learning mechanisms can flexibly accommodate variation in community structure during visual event segmentation

    Learning across space, time, and input modality : towards an integrative, domain-general account of the neural substrates underlying visual and auditory statistical learning

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    Thesis (Ph. D.)--University of Rochester. Department of Brain and Cognitive Sciences, 2014.In the present work, we detail a set of experiments aimed at elucidating the neural mechanisms underpinning statistical learning across space, time, and input modality. Specifically, we have employed functional magnetic resonance imaging (fMRI) to test directly the hypothesis that distributional learning recruits a common set of neural substrates, regardless of the domain of the structure to be acquired. In experiment 1, we made use of an intermittent testing design in order to monitor changes in learning over time during a word segmentation task. By relating fluctuations in behavioral performance with differences in the magnitude of neural response across exposure runs, we demonstrated the involvement of a fronto-subcortical network of regions supporting statistical learning, with peak activation in the left inferior frontal gyrus. In experiment 2, we investigated the brain basis of learning when we shifted not only the modality of the input, but also its spatiotemporal properties. In contrast to the sequentially-ordered segmentation task in the previous study, experiment 2 sought to uncover the regions recruited during the acquisition of simultaneously-presented visuospatial patterns. Again capitalizing on inter and intra-subject variability in behavior, we revealed involvement of a parallel fronto-subcortical circuit that additionally encompassed bilateral amygdala. A further connectivity analysis using seeds within this network made clear a striking pattern: for each univariate activation peak, functional coupling was stronger in the first exposure run relative to the last exposure run. Finally, experiment 3 combined sequential learning in the auditory and visual modalities. We exposed participants to one of two carefully matched conditions. In the auditory condition, they completed a word segmentation task similar to the one described in experiment 1. In the visual condition, participants were exposed to an identical language, but one in which each syllable was replaced with a shape. Intermittent test scores showed behavioral performance that was slower to reach above-chance levels and less robust than in the segmentation task of the first study. Neuroimaging analyses revealed hippocampal, not fronto-subcortical, involvement correlated with changes in performance, and we discussed this finding in light of crucial differences between the rates of learning in experiments 1 and 3. Similar to the results of experiment 2, a subsequent functional connectivity analysis suggested greater interregional coherence in the earliest phases of learning. Linking together results from the three experiments, we propose a two-part mechanism to the neural basis of statistical learning. We posit that the brain, when confronted with structured stimuli, immediately engages widespread network of frontal, subcortical, and hippocampal regions. Over time, this network narrows, and the substrates best suited to perform the computations required of task at hand assume the processing burden. With influence from well-known proposals of the computational architecture underlying learning in the brain (e.g., Atallah, Frank, & O’Reilly, 2004; McClelland, McNaughton, & O’Reilly, 1995), we suggest that prefrontal cortex and basal ganglia form a complementary circuit best suited for the maintenance and updating of internal representations, while medial temporal regions are best suited for calculating the rapid element-to-element associations crucial to the earliest stages of a statistical learning task
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