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. 2015 Oct;25(10):3602-12.
doi: 10.1093/cercor/bhu203. Epub 2014 Sep 9.

Predicting the Time Course of Individual Objects with MEG

Affiliations

Predicting the Time Course of Individual Objects with MEG

Alex Clarke et al. Cereb Cortex. 2015 Oct.

Abstract

To respond appropriately to objects, we must process visual inputs rapidly and assign them meaning. This involves highly dynamic, interactive neural processes through which information accumulates and cognitive operations are resolved across multiple time scales. However, there is currently no model of object recognition which provides an integrated account of how visual and semantic information emerge over time; therefore, it remains unknown how and when semantic representations are evoked from visual inputs. Here, we test whether a model of individual objects--based on combining the HMax computational model of vision with semantic-feature information--can account for and predict time-varying neural activity recorded with magnetoencephalography. We show that combining HMax and semantic properties provides a better account of neural object representations compared with the HMax alone, both through model fit and classification performance. Our results show that modeling and classifying individual objects is significantly improved by adding semantic-feature information beyond ∼200 ms. These results provide important insights into the functional properties of visual processing across time.

Keywords: Classification; HMax; model fit; object recognition; semantics.

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Figures

Figure 1.
Figure 1.
Schematic of data analysis. Multiple linear regression was performed using MEG signals from each sensor and time point independently for the HMaxC1-only, HMax, and HMax + SemFeat sets of predictors. For the model fit analyses (top path), model fit (R2) was calculated for each predictor set for statistic comparison. For the classification analysis (bottom path), the regression coefficients from the multiple linear regression (based on all but 2 objects) were used to predict the MEG signals to the 2 left-out objects at each time point. The predicted data were constructed by applying the learned regression coefficients to the known visual and semantic parameters for the 2 left-out objects. The predicted patterns were classified as correct if they matched the observed patterns. The process is repeated for all possible leave-out object pairs, and accuracy is calculated as the proportion of pairs correctly classified at each time point. The classification accuracy time course for each predictor set are then compared.
Figure 2.
Figure 2.
Regression model fits. (a) Model fits across MEG sensors and time showing R2 values for the HMaxC1-only, HMax, and HMax + SemFeat models. (b) F-Ratio of the change in R2 from the HMaxC1-only to the HMax model, and (c) from the HMax model to the HMax + SemFeat model. Plots show the F-ratio across sensors and time with a significant change in F-ratio shown by the gray plane (P < 0.05 FDR corrected over time and sensors). Sensor topographies are shown for peak times for both magnetometers and the mean F-ratio over the planar gradiometer pairs.
Figure 3.
Figure 3.
Concept classification accuracy over time for the HMaxC1-only, HMax, and HMax + SemFeat models. Shaded areas show the standard errors of the mean.
Figure 4.
Figure 4.
Between- and within-category classification accuracy over time for (a) the HMax + SemFeat model, (b) HMax model, and (c) the SemFeat model after removing effects of the HMax model from the MEG signals. Vertical lines in (c) show the onsets where between-category effects are significantly earlier than within-category effects.
Figure 5.
Figure 5.
Concept classification accuracy based on single-participant MEG data. Accuracy for individual participants for the 3 models for the time windows (a) 70–160 ms and (b) 200–400 ms. Participants ordered by highest accuracies over both time windows. (c) Average between- and within-category classification accuracy over time for the SemFeat model based on single-participant classification time courses. Vertical lines in (c) show the onsets of effects, with between-category effects being significantly earlier than within-category effects.
Figure 6.
Figure 6.
Cortical distribution of regression weights for each type of predictor along the ventral stream.
Figure 7.
Figure 7.
Regional model fits for peak locations along the ventral stream in the left and right hemisphere for the HMaxC1-only (dark gray), HMax (light gray), and HMax + SemFeat (white) models. Asterisks show significant improvements in model fit between models. MNI coordinates shown for each region.

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