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Physiological Information Reliability: Cross-Layer Adaptive Resource Allocation for Cardiovascular Sensing

Navaneeth Krishnan Kamalakannan, Janakiraman Kamalakannan, Harinisri Velmurugan

arXiv:2609.00435v1eess.SPcs.LGcs.NI

TL;DR

Cardiovascular sensing must preserve clinically useful information under degradation, wireless loss, energy limits, and computation latency. PIR jointly models physiological information with wireless, energy, and compute states and uses a contextual bandit to adapt coding and placement; PIR-LinUCB reaches a low-power operating point while meeting latency constraints, but the evaluation relies on synthetic data and proxy utility.

  • Problem

    Existing reliability approaches separate signal quality, delivery, energy, and computation, despite ECG/PPG windows carrying unequal physiological value.

    Source: §1 · pp. 1–2
  • Method

    PIR combines physiological information value with wireless, energy, and compute states, then uses contextual-bandit control for coding redundancy and compute placement.

    Source: §1 · p. 2
  • Results

    11.2 mW: PIR-LinUCB achieves the lowest steady-state power while all policies attain 100% deadline-success; its reward is narrowly ahead of Heuristic-Rule.

    Source: §5 · pp. 3–4
  • Takeaways & Limitations

    PIR-LinUCB reaches heuristic-competitive low-power decisions, while higher redundancy provides better raw accuracy at 34% more energy.

    Source: §5 · p. 4, §6 · p. 4

    The evaluation uses synthetic ECG/PPG data, simulated system parameters, and UPIR as a proxy rather than independently validated clinical information agreement.

    Source: §7 · p. 5

Abstract

from arXiv · show

Cardiovascular sensing systems must preserve clinically useful information despite signal degradation, wireless losses, energy constraints, and edge-computation latency. We introduce Physiological Information Reliability (PIR), a cross-layer framework that represents physiological information value jointly with wireless, energy, and computation states and uses a contextual bandit to adapt sensing and communication decisions. We integrate multimodal ECG/PPG signal-quality estimation with physiological information value and an adaptive network-coding layer under burst-erasure conditions. Across controlled multiseed experiments, PIR-LinUCB demonstrates a promising low-energy operating point while maintaining medical latency constraints and competitive physiological estimation performance relative to fixed and heuristic policies. We analyze the resulting accuracy-energy-latency trade-offs and identify limitations of proxy PIV estimation and simulated communication dynamics. These results provide an initial computational demonstration of physiological-information-aware resource allocation and motivate future clinical and real-channel validation.

1. Introduction

PIR reframes cardiovascular sensing reliability around the physiological value of data, not merely packet delivery. It combines physiological, wireless, energy, and compute states in a learned cross-layer controller.

  • Conventional reliability treats delivery as whether bits arrive, although ECG/PPG windows differ in clinical value.Source: §1 · p. 1
  • Prior work largely separates signal quality, transmission reliability, semantic relevance, energy, and computation.Source: §1 · p. 1
  • PIR allocates wireless, energy, and compute resources according to physiological information at stake rather than channel conditions alone.Source: §1 · p. 2
  • PIR represents medical, wireless, energy, and compute substates jointly as Xt and uses a contextual bandit to select coding redundancy and compute placement.Source: §1 · p. 2
  • The study compares PIR-LinUCB with four non-learned baselines using controlled multiseed experiments and reports both benefits and limits of synthetic proxy evaluation.Source: §1 · p. 2

2. Related Work

Related work spans physiological signal quality, task-aware communication, network coding, and contextual-bandit allocation. PIR connects these strands into a physiological-information-aware control objective for one closed-loop sensing pipeline.

Physiological signal quality

  • Multimodal signal-quality work evaluates ECG/PPG reliability across graded and complete-modality degradation regimes.Source: §2 · p. 2

Task-aware information preservation

  • Task-aware communications prioritizes decision-relevant meaning over raw bits, whereas PIR applies this principle to physiological sensing.Source: §2 · p. 2

Wireless medical sensing

  • RLNC provides algebraic resilience to packet erasures, and adaptive peer clustering extends it to Gilbert–Elliott burst-erasure channels.Source: §2 · p. 2

Adaptive, ML-based resource allocation

  • The framework combines ECG/PPG information estimation, adaptive network coding, and contextual-bandit decisions over sensing, coding, and placement.Source: Figure 1 · p. 2, §2 · p. 2

PIR's distinction

  • PIR treats physiologically valuable information as an explicit joint objective over sensing quality, wireless state, energy, and compute placement.Source: §2 · p. 2

3. The PIR Framework

The PIR framework forms a joint state from physiological, wireless, energy, and compute information, then selects coding redundancy and compute placement using a contextual-bandit reward. Its utility values successful decoding according to physiological information while penalizing energy, latency, and power violations.

Joint state

  • The medical substate contains per-modality SQI, modality-presence flags, and a scalar PIV, with missing modalities excluded from the quality average.Source: §3 · p. 2
  • PIV combines presence-weighted signal quality with cross-modal heart-rate disagreement, which is considered only when both modalities are present.Source: §3 · pp. 2–3
  • Wireless state follows a Gilbert–Elliott channel, while energy tracks battery and packet costs and compute state includes local, edge, and transmission latency.Source: §3 · p. 3

Action and reward

  • The controller chooses among six actions combining RLNC redundancy R ∈ {2, 8, 20} with local or edge placement.Source: §3 · p. 3
  • The utility proxy UPIR = PIVt · Pdec estimates physiologically valuable information successfully decoded, but is not independently validated clinical-information agreement.Source: §3 · p. 3
  • Softplus penalties remain near zero within the 150 ms latency deadline and 100 mW power cap, then increase after violations.Source: §3 · p. 3

Controller

  • PIR-LinUCB maintains a ridge posterior for each action and updates it from observed contextual rewards.Source: §3 · p. 3

4. Experimental Setup

The evaluation uses synthetic multimodal ECG/PPG streams, a burst-erasure wireless model, documented wearable energy and compute parameters, and continuous sequential sessions across five seeds. PIR-LinUCB is compared with fixed, placement-pinned, and heuristic policies using accuracy, energy, latency, and delivery metrics.

Data

  • Each seed contains 1,200 sequential 8-second windows across six ECG/PPG degradation regimes generated at 125 Hz.Source: §4 · p. 3
  • Graded degradation adds scaled noise, baseline wander, muscle artifacts, and motion bursts, while missing modalities become structureless noise floors.Source: §4 · p. 3

Wireless

  • All policies share a two-state Gilbert–Elliott channel with common random numbers, ensuring identical wireless randomness across comparisons.Source: §4 · p. 3

Energy / compute

  • The setup models a BLE-class radio, on-body MCU, edge target with +12 ms round-trip time, a 150 ms deadline, and a 100 mW power cap.Source: §4 · p. 3

Baselines

  • Baselines include Fixed-Rate, Always-Local, Always-Edge, and Heuristic-Rule alongside PIR-LinUCB.Source: §4 · p. 3

Protocol and metrics

  • Policies run continuous sessions per seed, with steady-state results reported as means and 95% confidence intervals across five seeds.Source: §4 · p. 3

5. Results

PIR-LinUCB achieves a low-power operating point while meeting the deadline constraint, and its Pareto position reflects a trade-off between accuracy, energy, and latency. Its reward advantage over Heuristic-Rule is small, while higher redundancy improves raw accuracy at greater energy cost.

  • 100% deadline-success was achieved by all five policies, with PIR-LinUCB using the lowest steady-state power at 11.2 mW.Fixed/Heuristic used 12.0 mW, while Always-Local/Edge used 15.0 mW.Source: §5 · pp. 3–4
  • PIR-LinUCB and Heuristic-Rule lie on the accuracy–power and energy–latency Pareto frontiers, while Fixed-Rate is dominated on both axes.Source: §5 · p. 4
  • R=20 redundancy improves raw accuracy but consumes 34% more energy, illustrating the intended accuracy–energy trade-off.Source: §5 · p. 4
  • PIR-LinUCB’s mean reward is 0.205 versus 0.204 for Heuristic-Rule, a gap smaller than either policy’s 95% CI half-width.The comparison is reported as an effect size rather than a significance claim.Source: §5 · p. 4

6. Findings

The findings support PIV as a cross-layer signal and show that adaptive allocation can reduce energy without violating latency. However, the learned policy remains heuristic-competitive rather than dominant, and reactive evaluation leaves predictive extensions motivated.

  • PIV tracks reward across all six degradation regimes, consistent with decision-relevant information about downstream task difficulty.Source: §6 · p. 4
  • PIR-LinUCB has the lowest steady-state energy and power of all five policies while meeting the 150 ms deadline on 100% of windows.Source: §6 · p. 4
  • PIR-LinUCB’s reward edge over Heuristic-Rule is within noise, and its raw accuracy trails redundancy-maximizing baselines.The reported advantage is heuristic-competitive with less hand-tuning, not dominant.Source: §6 · p. 4
  • Because the controller uses only the last-observed channel state, it cannot exploit short-horizon structure in the bursty Gilbert–Elliott channel.This motivates model-predictive or forecasting extensions.Source: §6 · p. 4

7. Limitations

The evaluation is an initial computational demonstration limited by synthetic data, proxy measures, simulated system parameters, limited statistical power, and missing oracle, ablation, and real-world validation.

Scope and validation

  • The bandit-facing pipeline is evaluated on synthetic ECG/PPG waveforms rather than recorded patient data and is not itself validated against real recordings.The underlying signal-processing components were separately validated against real ICU and fetal-ECG recordings, but that validation does not extend to this pipeline.Source: §7 · p. 5

Proxy measures

  • UPIR is a proxy defined as PIV multiplied by decode probability, not an independently validated measure of clinical information agreement.The event-F1 metric also uses a bradycardia/tachycardia threshold rather than clinically adjudicated arrhythmia labels.Source: §7 · p. 5

System modeling

  • Wireless, energy, and compute constants are physically motivated and documented but are not fitted to a specific real radio or MCU.This limits direct interpretation of the simulated communication and hardware dynamics.Source: §7 · p. 5

Statistical power

  • With 5 seeds, several pairwise differences, notably PIR-LinUCB versus Heuristic-Rule, do not clear a strict significance threshold.The study reports effect sizes with confidence intervals rather than significance claims for these comparisons.Source: §7 · p. 5

Unresolved validation

  • The submission does not evaluate an oracle upper bound or state ablations, and it leaves real-channel and hardware validation for future work.The proposed next steps include dropping PIV, wireless, energy, or compute context in turn and testing on real channels and hardware.Source: §7 · p. 5

Appendix A. Extended Configuration

The configuration fixes LinUCB, reward, compute, and PHY parameters used to instantiate the PIR controller and system model.

Bandit configuration

  • LinUCB uses α=0.3, ridge λ=1, and a 10-dimensional context.The context includes per-modality SQI/presence, PIV, normalized SNR, EWMA erasure estimate, link state, battery fraction, and bias.Source: Appendix A · p. 5

Reward configuration

  • Reward weights are λE=4.0 J−1, λL=0.05 ms−1, and λP=0.02 mW−1, with softplus β=0.5.These weights define the relative energy, latency, and power terms in the reward configuration.Source: Appendix A · p. 5

System model

  • The compute model assumes 8 GF(256) cycles/op, 2×10^6 inference cycles, 6.4× that for edge execution, and a 250 kbps PHY rate.All parameters and their physical justification are documented in the released configuration file.Source: Appendix A · p. 5

Appendix B. Per-Regime Breakdown

Across degradation regimes, PIR-LinUCB’s reward and heart-rate estimation are best in cleaner or single-missing-modality conditions and worst when both modalities are degraded, paralleling mean PIV.

PIV by regime

  • 0.739 mean PIV in both-clean conditions falls to 0.543 in both-degraded conditions across policies.The reward ordering tracks this PIV ordering across every policy, not only the bandit.Source: Appendix B · p. 6

Heart-rate estimation

  • 3.5–3.8 bpm HR-MAE in clean and missing-modality regimes rises to 14.4 bpm under both-degraded conditions.In this synthetic protocol, graded noise is harder for heart-rate estimation than modality absence.Source: Appendix B · p. 6
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