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Thinking through prior bodies: autonomic uncertainty and interoceptive self-inference

Published online by Cambridge University Press:  28 May 2020

Micah Allen
Affiliation:
Center of Functionally Integrative Neuroscience, Aarhus University Hospital, 8000Aarhus, Denmark. Micah@cfin.au.dk nicolas.legrand@cfin.au.dk correa@cfin.au.dk francesca@clin.au.dk https://the-ecg.org/ Aarhus Institute of Advanced Studies, Aarhus University, 8000Aarhus, Denmark Cambridge Psychiatry, University of Cambridge, CambridgeCB2 8AH, UK
Nicolas Legrand
Affiliation:
Center of Functionally Integrative Neuroscience, Aarhus University Hospital, 8000Aarhus, Denmark. Micah@cfin.au.dk nicolas.legrand@cfin.au.dk correa@cfin.au.dk francesca@clin.au.dk https://the-ecg.org/
Camile Maria Costa Correa
Affiliation:
Center of Functionally Integrative Neuroscience, Aarhus University Hospital, 8000Aarhus, Denmark. Micah@cfin.au.dk nicolas.legrand@cfin.au.dk correa@cfin.au.dk francesca@clin.au.dk https://the-ecg.org/
Francesca Fardo
Affiliation:
Center of Functionally Integrative Neuroscience, Aarhus University Hospital, 8000Aarhus, Denmark. Micah@cfin.au.dk nicolas.legrand@cfin.au.dk correa@cfin.au.dk francesca@clin.au.dk https://the-ecg.org/ Danish Pain Research Centre, Aarhus University Hospital, 8000Aarhus, Denmark

Abstract

The Bayesian brain hypothesis, as formalized by the free-energy principle, is ascendant in cognitive science. But, how does the Bayesian brain obtain prior beliefs? Veissière and colleagues argue that sociocultural interaction is one important source. We offer a complementary model in which “interoceptive self-inference” guides the estimation of expected uncertainty both in ourselves and in our social conspecifics.

Information

Type
Open Peer Commentary
Copyright
Copyright © The Author(s), 2020. Published by Cambridge University Press
Figure 0

Figure 1. Interoceptive self-inference model. (A) Hierarchical precision-weighted inferences integrate confidence signals from the internal and external environment into an overall estimate of expected uncertainty. (B) For example, slow-respiratory oscillations stabilize cardiac cycles, resulting in low-autonomic uncertainty. In contrast, a volatile breath pattern increases baseline neural uncertainty, as illustrated in a simulated brain response to a steady state exteroceptive input. (C) These fluctuations can be modeled, for example by a dynamic reinforcement-learning approach in which the volatility of interoceptive state transitions inflates the estimate of autonomic uncertainty. Through inversion of the self-inference model to conspecifics, agents can predict the confidence of others’ beliefs.