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Why the brain can only learn so much

A pianist can easily learn a complex score because neuron circuitry can be reused for similar tasks. However, they have as much difficulty as anyone else when it comes to learning a new, completely different skill. The limits of new learning were recently tested by neuroscientists at KTH.
Published Jul 01, 2019

Why is it that a master musician can learn a new score in no time, yet encounter difficulty learning something else, like skateboarding tricks? Could there be any truth to the myth that you use only 10 percent of your brain? A recent neuroscience study at KTH Royal Institute of Technology offers some answers about the limits of new learning and how the brain adapts to developing new skills and knowledge.

While there is no question that 100 percent of our brain does indeed function, in recent years experimental observations suggest that brain activity has only about 10 degrees of freedom. Which means the neurons are wired in such a fashion that only a selected set of patterns was possible. This set was named the “intrinsic manifold” of the circuit which allows the brain to generate certain base patterns of neural activity.

“So in a sense, the brain’s activity is constrained to these base patterns within the manifold,” says Arvind Kumar , research neuroscientist at KTH. “The brain is not able to generate all possible activity patterns that it ideally could.”

This animation shows the difference in connection patterns in an neural network when an activity merely modifies the patterns of the intrinsic manifold (top), and when the activities are substantially different, requiring new base patterns (bottom).


Kumar and PhD student Emil Wärnberg constructed spiking neural networks to measure specifically  what changes in brain activity were needed for a monkey to learn a new task.

In computer-brain interface experiments performed at the University of Pittsburgh in 2014, researchers there found that if an animal was compelled to learn a new task that required activity patterns that were not part of the intrinsic manifold, the animal either failed to learn the task, or took a long time, Wärnberg says. At KTH's Division of Computational Science and Technology , Kumar and Wärnberg now mathematically show that, it is easy to reorganize the base patterns of neural activity to form new patterns within the intrinsic manifold; but learning a new base pattern requires “a massive – if not complete – rewiring of the networks in the brain.”

“Experimental findings suggested that the patterns in the intrinsic manifold are made up of a weighted combination of base patterns, much in same way color displays give the impression of true colors by weighting the primary colors red, blue and green,” Wärnberg says. It is easy to adjust the existing color channels but extremely difficult to add a new color channel because it would require fresh mixing of the primary colors.

Similarly, creating patterns that lie outside the original manifold requires a thorough rewiring of the neurons – something animals find difficult, if not impossible, to do.

The research offers an explanation of how such manifolds of neural activity contribute to the computations the brain makes. In the process of learning a set of tasks the brain acquires a connectivity to perform the task efficiently, but this new connectivity constrains the neural activity and precludes learning of a different set of tasks, Kumar says. “In effect, learning constrains learning.

“It explains why once you have learned how to drive on the left side of road, like in India or the UK, you find it difficult to drive in Europe or the U.S., where they drive on the right,” he says.

Kumar says the conclusions offer new insights into learning and could pave the way toward better brain-computer interfaces which are used to connect brains directly to digital hardware.

David Callahan

Perturbing low dimensional activity manifolds in spiking neuronal networks
Emil Wärnberg, Arvind Kumar
PLOS Computational Biology
Published: May 31, 2019

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