Key result
Probabilistic state-space HRV modeling tracks autonomic dynamics with near-perfect consistency with SDNN.
Why the study?
Conventional HRV analysis relies on deterministic features that quantify autonomic activity, but it does not model the underlying sympathetic-parasympathetic dynamics.
Observational (n=20)
This probabilistic state-space modeling framework extracts continuous-state trajectories, stochastic amplitude, and discrete-regime transitions from HRV signals to provide an uncertainty-aware assessment of autonomic nervous system dynamics in healthy adults.
May extend deterministic HRV metrics with latent dynamics; leaves open clinical utility pending validation.
Heart rate variability (HRV) reflects autonomic nervous system (ANS) regulation through beat-to-beat fluctuations in cardiac RR intervals. Conventional HRV analysis relies on deterministic features such as SDNN, RMSSD, HF power, and LF/HF ratio, which quantify autonomic activity but do not model the underlying sympathetic–parasympathetic dynamics. This study proposes a complementary probabilistic framework that treats HRV as the observable output of a latent ANS dynamical system. A linear state-space model with Kalman filtering estimates HRV-derived latent states, interpretable as proxies for sympathetic–parasympathetic balance under predefined physiological assumptions; an Ornstein–Uhlenbeck stochastic differential equation (OU-SDE) captures HRV variability and autonomic recovery; and a Hidden Markov Model (HMM) represents discrete autonomic regime transitions. Applied to ambulatory Holter electrocardiography (ECG) recordings from n = 20 healthy adults, the framework yields interpretable parameters—OU recovery rate θ = 0.533 ± 0.624 s−1, diffusion σ = 82.6.2 ± 105.6 ms·s−1/2—and confirms the algebraic self-consistency of the OU MLE (SDNN2 ≈ σ2/(2θ), r = 0.998; note: tautological by construction—both sides derive from the same RR series—and should not be interpreted as independent physiological validation). Each component addresses a distinct aspect of ANS dynamics—continuous-state trajectories, stochastic amplitude, and discrete-regime transitions—and together, they provide complementary layers of autonomic information. This formulation provides uncertainty-aware autonomic assessment suitable for wearable sensing and physiological computing. Note on generalizability: the framework was validated on N = 20 healthy ambulatory adults; findings should not be extrapolated to clinical populations, older cohorts, or individuals with cardiovascular or autonomic pathology without replication in larger, more diverse samples.
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Emi Yuda (2026) conducted an observational in Healthy adults undergoing autonomic nervous system dynamics assessment (n=20). Probabilistic and state-space modeling of heart rate variability (Kalman filter, OU-SDE, HMM) vs. Conventional deterministic HRV analysis (e.g., SDNN) was evaluated on Autonomic nervous system dynamics parameters (OU recovery rate θ, diffusion σ, and algebraic self-consistency with SDNN²) (r = 0.998). Probabilistic state-space HRV modeling yielded interpretable autonomic parameters (OU recovery θ=0.533±0.624 s⁻¹) and algebraic consistency with SDNN² (r=0.998).
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