Key result
SPARK cuts autonomic model variability collapse by an absolute ~71 percentage points vs unconstrained fitting.
Why the study?
Cardiac autonomic activity is observed only through beat-to-beat RR intervals, and separating it into parasympathetic-like and sympathetic-like components is an inverse problem that RR intervals alone cannot solve uniquely.
Does incorporating an explicit physiological identification structure into a continuous-time state-space model (SPARK) improve the identifiability and physiological plausibility of latent cardiac autonomic trajectories reconstructed from RR intervals?
Does incorporating an explicit physiological identification structure into a continuous-time state-space model (SPARK) improve the identifiability and physiological plausibility of latent cardiac autonomic trajectories reconstructed from RR intervals?
SPARK provides a physiology-informed state-space modeling framework that resolves the mathematical under-determination of decomposing RR intervals into vagal-like and sympathetic-like autonomic trajectories, though reconstructions remain conditional on spectral anchoring assumptions.
Answers are grounded in this paper and cite their sources.
Physiological priors may enable reliable autonomic inference from RR intervals; extends state-space models yet remains hypothesis-generating pending prospective validation.
Cardiac autonomic activity is observed only through beat-to-beat (RR) intervals, and separating it into parasympathetic-like and sympathetic-like components is an inverse problem that RR alone is not expected to solve uniquely. We introduce SPARK (Stochastic Phase-domain Autonomic Reconstruction Kinetics), a state-space model in which two independent, mean-reverting latent drives modulate heart rate through an integrate-and-fire pacemaker. The model is combined with exact continuous-time Kalman filtering and with an explicit physiological identification structure: time-scale priors, a kinetic ordering and a spectral partition of heart rate variability. SPARK offers a model-conditional description of autonomic trajectories that complements conventional heart rate variability; its latent states are reconstructions, not measurements of neural activity. Across recordings, fitting each recording from many different starting points gave a median of 23.5 distinct solutions without physiological information versus 1.0 with it, and one process absorbed essentially all the variability in 75% versus 4% of the fits; the fit diagnostics showed residual structure in most recordings. Reconstructions were then examined: in 10 tilt-table recordings, the vagal-like state decreased and the sympathetic-like state increased in 10 of 10; exploratory comparisons between 20 young and 20 older adults showed differences in reconstructed variability and faster-component kinetics, although several latent summaries were mathematically redundant; and in 263 exercise recordings, median recovery times, which are closely tied to the fitted time constants, were 42 s (vagal-like) and 341 s (sympathetic-like). How a stressor-induced change is split between the two drives remained sensitive to the spectral anchor.
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Castillo-Aguilar et al. (2026) studied Cardiac autonomic regulation via beat-to-beat (RR) intervals (n=313). SPARK (Stochastic Phase-domain Autonomic Reconstruction Kinetics) model with physiological identification structure vs. Unconstrained model without physiological information (M0) and conventional heart rate variability (HRV) descriptors was evaluated on Identifiability of latent autonomic trajectories (median distinct solutions and percentage of fits with one-process variability collapse). SPARK with physiological priors reduced median distinct latent solutions from 23.5 to 1.0 and one-process variability collapse from 75% to 4% of fits compared to unconstrained RR fitting.
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