Parametric Neural Control Differentiates Top Neural Network Models of Primate Visual Cortex

October 29, 2026
Hundreds of distinct models predict visual neural responses equally well. Are they all equally good models of visual neural tuning?
By: Jacob Prince*, Binxu Wang*, Thomas Fel, Akshay Jagadeesh, Parisa Vaziri, George Alvarez, Margaret Livingstone, and Talia Konkle

Leading AI models appeared to predict brain activity equally well, until asked to synthesize images that precisely control neural firing. Presented to monkeys during neural recording, each image sweep is predicted to parametrically modulate a visual neuron’s firing across 11 firing rates, within and far beyond the native response range. This parametric neural control paradigm revealed striking hidden differences in the brain alignment of popular vision models

Examples of synthetic controller images generated with ResNet50-Robust encoding models. A technique called feature accentuation is used to modify four natural seed images along the encoding axes of neural sites from three different macaques: a face-selective site in inferotemporal cortex (top left), two V4 sites (right), and a site in the superior temporal sulcus (bottom left). Each “accentuated image sweep” consists of 11 target feature levels, yielding images predicted to parametrically drive and suppress neural firing rates at even increments

Deep neural network (DNN) encoding models have emerged as powerful tools for predicting visually evoked brain responses, from single-unit activity in macaque visual cortex to fMRI responses across the human visual hierarchy. Yet neural encoding scores have increasingly saturated, with recent surveys [1] showing that hundreds of distinct models achieve nearly identical scores despite substantial differences in architecture and training objectives.

Our new preprint[2] tests whether these leading models provide equally good explanations of visual feature tuning: the patterns of selectivity and invariances that biological neurons show over the space of possible visual inputs. To test this, we propose that a model that accurately predicts brain responses to neural images should itself be able to leverage the brain-model mapping to synthesize new images that precisely control brain responses in subsequent experiments.

We find that models that are indistinguishable in standard prediction benchmarks are strongly distinguished by this neural control test. Asked to synthesize images that systematically manipulate neural firing, the models diverged strongly in how well the brain responses aligned with their predictions, and all of them overestimated their control capacity. High brain predictivity over a large and diverse set of natural images therefore does not guarantee that a model has captured a neuron’s visual feature tuning.

Figure 1: Saturation of model-brain prediction scores. A deep neural network encoding model is fit to a neural site by linear regression from the network’s features to recorded firing rates (top left), yielding accurate prediction of responses to held-out natural images (top right). The regression weights define an “encoding axis” through the model layer’s feature space (bottom left). In our study, prediction of held-out natural images was nearly equal for all nine trained models across our 25 neural sites (bottom right). By this standard benchmarking procedure, there was little ability to distinguish the different encoding models.

Using neural control to compare predictive models of visual cortex

We applied a closed-loop paradigm for model comparison, run over two different phases of experimental data collection, to see whether popular models (DINOv2, CLIP, ResNets, SigLIP2, and others) can identify the features encoded in visual cortex. It has four steps. First, in a calibration phase, we recorded neural responses from five macaques to a diverse set of 969 natural images, targeting 25 neural sites across V3, V4, inferotemporal cortex, and the superior temporal sulcus. Second, we fit a separate encoding model to each site using each of ten deep neural networks: nine trained models spanning convolutional and transformer architectures, plus one untrained model that serves as a baseline reference. Third, we used each fitted model to synthesize controller images predicted to drive each site’s firing to specific target levels (see below). Finally, in a control phase, we presented all of these images back to the animals, over 27,500 synthesized stimuli in total, and tested whether the observed degree of neural modulation matched each model’s predictions.

Figure 2: Comparing visual encoding models using closed-loop neural control. (1) Neural responses to a calibration image set are recorded from five macaques across V3, V4, inferotemporal cortex, and the superior temporal sulcus. (2) For each site and each of ten DNNs, an encoding axis is fit by ridge regression. (3) Natural seed images are perturbed along each encoding axis to produce graded image sweeps (left column, from predicted suppression to predicted strong firing). (4) The sweeps are shown back to the animals during recording.

Generating synthetic controller stimuli via feature accentuation

The key methodological innovation within this loop is a gradient-based stimulus synthesis technique called feature accentuation[3][4], adapted from mechanistic interpretability techniques in deep learning. Because a neural encoding axis is a weighted combination of features in a DNN layer, it provides an explicit hypothesis about the stimulus attributes to which a neural site is tuned. Starting from any seed image, we can accentuate it along the encoding axis in fine increments, producing a parametric stimulus sweep. We call this “axis-aligned feature accentuation”.

Generating these sweeps is inherently ill-posed: for a given level of predicted activity, there are potentially infinite images that achieve it, and unconstrained optimization in pixel space tends to produce either hallucinated high-frequency artifacts or imperceptible adversarial perturbations[3][4]. We therefore regularized the synthesis to suppress both. Each accentuated image sweep targeted 11 predicted response levels, ranging from 25% below to 50% above the site’s native response range. If an encoding model has genuinely captured the site’s tuning, neural responses should vary systematically across the sweep, tracking the model’s predictions.

Figure 3: Accentuated image sweeps along a ResNet50 encoding axis. Left: natural images plotted in the feature space of one anterior inferotemporal site, with the encoding axis vertical; the strongest responses were to images of human faces. Right: ten accentuated sweeps begin from natural seed images and extend beyond the natural-image distribution along the axis. Bottom: three example sweeps animated from decreased to increased predicted firing.

Divergent model hypotheses about neural tuning

Models with similar prediction scores made qualitatively different hypotheses about the features that would drive neural firing. Even for the same target site and seed image, some models emphasized holistic structure and others enhanced textures or high-frequency content.

Figure 4: Qualitatively different images predicted to elicit the same degree of neural drive in a target site. Each model was asked to accentuate the same image to the same high predicted response (3.1 standard deviations above the site’s mean natural-image response) for a face-selective site in central inferotemporal cortex.

Finding 1: High natural-image predictivity does not imply effective neural control

First we consider a single channel in anterior IT and the ResNet50 deep neural network, one of the canonical visual encoders in our model set: the same site and model shown in Figures 1 and 3. As mentioned above, and in line with other benchmarks, ResNet50 supported a highly predictive encoding axis when fit on the calibration set of natural images (r = 0.87), and this axis remained stable in the second recording phase (r = 0.95 over re-presented held-out images). However, the same encoding axis was an exceedingly poor predictor of the site’s activity when tested over its axis-aligned accentuation images (r = 0.28): image sweeps predicted to span from 25% below to 50% above the natural image range led to effectively flat modulation.

Figure 5: Effective natural-image predictivity may not lead to effective neural control. ResNet50’s encoding model for an anterior inferotemporal site generalizes nearly perfectly to held-out natural images (bottom left) but fails to modulate the neuron along its own accentuated sweeps (top of figure, and bottom right). Dots are individual accentuated images, colored by predicted response level; the dashed line marks perfect calibration.

Finding 2: Neural control breaks the saturation and reveals hidden differences among models’ brain-alignment

Prediction accuracy over each model’s own accentuated stimuli was lower on average, far more variable, and systematically different across models: despite matched natural-image predictivity, models diverged strongly in their ability to control neural firing. We defined the control score as the Pearson correlation between the model’s predicted responses and the measured neural responses, and the control gain as the slope of the regression of measured responses on predicted responses, where a slope of 1 would imply correctly scaled neural modulation. All models overestimated their control capacity, with slopes below 1 across the population. Two models stood out: CLIPAG[5], an adversarially fine-tuned CLIP vision transformer, and ResNet50-Robust[6], a ResNet50 trained to perform object recognition under adversarial attack. Although they differ in architecture, objective, and training data, both incorporate explicit adversarial training, whereas none of the other models do. They led on both measures, and several site-model combinations yielded impressive degrees of parametric control (for example, r = 0.91 and slope = 0.81 for CLIPAG at a V4 site). These differences in control were relatively consistent across brain regions and animals, from V3 and V4 through IT and STS, in all five monkeys.

Figure 6: Models with saturated natural-image encoding diverge in parametric neural control. Top: each model’s encoding performance over held-out natural images (left) versus its parametric control performance over its own accentuated stimuli (right), across 25 sites. Top right: summary of Pearson correlations across the two experimental scenarios, natural-image encoding and parametric control. Each thin line indicates one model-site combination, colored by model family (adversarially trained, conventionally trained, and the untrained baseline). Large diamonds indicate family means, connected across conditions; only the adversarially trained family maintains high alignment under parametric control. Bottom: the same comparison by brain area and animal.

Finding 3: Input-gradient structure predicts neural control better than adversarial robustness

As shown, both models that performed best on parametric neural control involved some form of adversarial training. Does adversarial sensitivity predict control outcomes more generally? We implemented adversarial attacks targeting all 250 encoding models to measure how easily tiny pixel perturbations could swing each model’s predicted response.

Across all ten models, adversarial sensitivity did correlate with control, but the correlation was carried entirely by the two adversarially trained models (Figure 7, left). Somewhat surprisingly, adversarial sensitivity generalized poorly as a predictor of control beyond the adversarially trained models (dashed line in Figure 7, left).

Figure 7: Input-gradient structure predicts control beyond adversarial sensitivity. Control gain (the slope of measured on predicted responses, residualized by site) for the nine trained models plotted against adversarial sensitivity (left; examples of adversarial perturbations targeting the same encoding model are shown at inset) and against gradient spectral participation ratio (right; each model’s input-gradient map is inset; lower values mean power concentrated into fewer frequency bins, which here coincides with greater low-frequency content). Correlations in each panel are computed across individual model-site axes for the nine trained models (225 axes) and for the seven conventionally trained models (175 axes). Among the seven conventionally trained models, the gradient participation ratio remains predictive of control (exact permutation p = 0.0006 across axes, p = 0.0016 across model means).

A stronger predictor came from the input gradients: the map showing how changing each pixel affects a model’s predicted neural response. For some models, the consequential pixels were coherently focused on object and surface boundaries, while others showed diffuse, high-frequency patterns spread across the image (insets in Figure 7, right). We quantified this spatial structure with a spectral measure, based on the radial Fourier power spectrum of the input gradients over held-out natural images, using the participation ratio as a measure of low-frequency spectral concentration. In our study, we observe that lower participation ratio closely tracks steeper rates of decay, indicating greater low-frequency content. This participation ratio strongly predicted parametric neural control across the 250 individual axes (r = −0.64) and across the ten model means (r = −0.90; Figure 7, right, which shows the nine trained models). Critically, and unlike adversarial sensitivity, the association held even among the seven conventionally trained models, excluding both the untrained baseline and the adversarially trained models: weaker at the level of individual axes (r = −0.26), but just as strong across model means (r = −0.93), and it generalized to held-out models, sites, and animals (cross-validated R² = 0.42–0.45). This is a measurable property of model-to-brain mappings that prospectively predicts neural controllability, providing a way to pre-screen models before future closed-loop experiments. A key next step is to test whether this signature generalizes to other experiments.

Discussion and implications for NeuroAI

The study of visual feature tuning using parametric stimulus sets was instrumental in launching the modern field of visual neuroscience (e.g., Hubel & Wiesel, 1962)[7]. Part of why the field of NeuroAI now relies so heavily on large encoding models is because it became too hard to pre-hypothesize what features high-level visual neurons are tuned to. Our paradigm returns the toolkit of parametric stimulus design to experimenters, with the key difference that the test stimuli come from model hypotheses rather than from our own intuition.

Deploying these accentuated stimuli for model comparison achieves stronger model differentiation by shifting the comparison up the ladder of causal inference[8]. Our procedure converts each encoding model into a causal hypothesis: a specific and testable trajectory of stimuli that should modulate the neural response, with a predicted firing rate for every image. These encoding-based control paradigms carry stronger inferential power than standard encoding benchmarks, because they intervene on the input according to a model’s own predictions, and for most models those predictions failed. When neural responses track the predicted rates across a parametric sweep, the model has correctly predicted the neural consequences of its prescribed stimulus manipulations.

Our results also bear on current debates of representational convergence between neural systems, including the “platonic”[9] and “universal”[10] representation hypotheses. Many models appear to converge on linearly mappable features while differing in their input sensitivities and internal computations. This divergence qualifies recent broad claims of representational universality, and feature accentuation makes these algorithmic differences visible to experimenters.

At the same time, our findings offer a refinement of what adversarial training is doing for brain alignment. A growing body of work has converged on the observation that adversarially trained models have distinctive forms of brain and behavioral alignment[11][12][13][14][15]. Here, adversarial sensitivity separated the two robust models from the rest, but it did not explain graded variation in control among the conventionally trained models. The stronger predictor was the spatial organization of the pixels that each encoding model relies on (i.e., the input gradient). On this view, adversarial training is one route, currently the most effective among the models tested here, to producing this more brain-aligned gradient structure, and other mechanisms that produce the same signature may work just as well. Several inductive biases, including blurred[16] or noisy[17] training regimes, feedback architectures[18], and more developmentally realistic visual diets[19], may show representations that are naturally more adversarially robust, and are natural candidates to test next.

Finally, our results suggest that expanding naturalistic benchmarks may not distinguish deep networks in their underlying alignment to biological systems, whereas causal experiments that put model-derived hypotheses to the test can be powerful avenues to iterate toward better models.

This blog is adapted from Parametric neural control differentiates top neural network models of primate visual cortex. Code, stimuli, and data are available on Github here. This work was supported by the Kempner Institute for the Study of Natural and Artificial Intelligence at Harvard University, with computing resources provided by the Kempner Institute and Harvard Research Computing.
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