Abstract Existing metrics of phenomenal consciousness — spatial efficiency η, Lempel-Ziv complexity, perturbational complexity index — characterise the level of conscious organisation. Here we propose and empirically validate a complementary metric: the rate of change of spatial efficiency, v_η = |dη/dt|, interpreted as a proxy for neural entropy production rate during phenomenal transitions. Drawing on non-equilibrium thermodynamics, we propose the Dissipative Events Hypothesis: phenomenal transitions — moments of conscious reorganisation — coincide with local maxima of entropy production, not with maxima of organisational level. We test this hypothesis across three independent EEG datasets spanning qualitatively distinct types of phenomenal transition: rule reversal learning (ds004295, N=22), polysomnographic sleep stage changes (ANPHY, N=7), and binocular rivalry perceptual switches (N=29). In reversal learning, v_η during the transition period -1. 5, +1. 5s is nearly double the baseline rate (d=1. 285, p<0. 001), with peak velocity at t=+1. 2s — following, not preceding, the reversal event, consistent with post-transition reorganisation. In sleep, epoch-to-epoch |Δη| is significantly elevated at stage boundaries relative to within-stage continuations (d=1. 355, p=0. 031), and correlates with the magnitude of phenomenal rank difference between stages (Spearman r=0. 107, p<0. 001). In binocular rivalry, η is significantly lower during pre-switch epochs than during mid-stable control periods (d=−0. 932, p<0. 001), indicating that systems approaching a perceptual switch occupy a less organised — more dissipative — state. Together, these results support the view that phenomenal transitions are thermodynamic events characterised by elevated entropy production, and suggest that v_η captures a dimension of phenomenal dynamics orthogonal to existing level-of-consciousness metrics. Keywords: EEG; spatial efficiency; entropy production; phenomenal transitions; non-equilibrium thermodynamics; dissipation; binocular rivalry; sleep staging; reversal learning; Negative Space Encoding
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Alastair Waterman
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Alastair Waterman (Sun,) studied this question.
www.synapsesocial.com/papers/69cb650ee6a8c024954b90f5 — DOI: https://doi.org/10.5281/zenodo.19323431
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