| Literature DB >> 31239735 |
Antonio Hernández-Madrid1, Xiaoxiao Lu2, Stelios I Tsintzos3, Dedra H Fagan2, Ruth Nicholson Klepfer2, Roberto Matía1, Eugene S Chung4.
Abstract
Background: The hOLter for Efficacy analysis (OLE) study demonstrated that current device pacing diagnostics overestimate the amount of cardiac resynchronization therapy (CRT) pacing that effectively stimulates the cardiac tissue. Sub-optimal pacing increases mortality, hospitalizations, and associated health-care costs. We sought to estimate the expected number of hospital admissions due to heart failure (HF) and its respective financial impact in patients with maximized effective pacing versus conventional pacing.Entities:
Keywords: cost savings; effective pacing; heart failure; hospitalization reduction; ventricular pacing
Year: 2019 PMID: 31239735 PMCID: PMC6559257 DOI: 10.2147/CEOR.S205501
Source DB: PubMed Journal: Clinicoecon Outcomes Res ISSN: 1178-6981
Figure 1Markov model structure. Depiction of model structure used for analysis.
Base case model parameters
| Input parameter | Base case (low, high) | Distribution (parameters*) | Source |
|---|---|---|---|
| Pacing related parameters | |||
| Probability of AF | 0.121 (95% CI: 0.109, 0.132) | Beta (7, 51) | Hernandez-Madrid et al |
| Probability of conduction latency | 0.059 (95% CI: 0.051, 0.068) | Beta (3.5, 55.5) | Hernandez-Madrid et al |
| Probability of PVC | 0.138 (95% CI: 0.126, 0.15) | Beta (8, 50) | Hernandez-Madrid et al |
| Probability of variable AV nodal conduction | 0.042 (95% CI: 0.035, 0.050) | Beta (2.5, 56.5) | Hernandez-Madrid et al |
| Probability of intermittent loss of capture | 0.025 (95% CI: 0.020, 0.031) | Beta (1.5, 57.5) | Hernandez-Madrid et al |
| % effective pacing with no pacing disruption | 0.951 (95% CI: 0.949, 0.953) | Beta (727.38, 37.68) | Hernandez-Madrid et al |
| Baseline % effective pacing with AF | 0.695 (95% CI: 0.598, 0.953) | Beta (0.51, 0.22) | Hernandez-Madrid et al |
| % effective pacing with conduction latency | 0.026 (95% CI: 0.0248, 0.027) | Beta (41.55, 1,564.73) | Hernandez-Madrid et al |
| % effective pacing with PVC | 0.719 (95% CI: 0.705, 0.733) | Beta (55.3, 21.59) | Hernandez-Madrid et al |
| % effective pacing with variable AV nodal conduction | 0.396 (95% CI: 0.379, 0.413) | Beta (25.37, 38.65) | Hernandez-Madrid et al |
| % effective pacing with intermittent loss of capture | 0.871 (95% CI: 0.834, 0.908) | Beta (4.62, 0.68) | Hernandez-Madrid et al |
| Healthcare utilization | |||
| Baseline hazard of HF hospitalization per month | 0.02 (±25%: 0.015, 0.025) | LogNormal (−1.69, 0.02) | Mealing et al |
| Hazard ratio for risk of HF hospitalization associated with each % increase in ventricular pacing | 0.977 (95% CI: 0.965, 0.990) | Normal (0.977, 0.04) | Hayes et al |
| Cost of a HF hospitalization | $15,770 (±25%: $11,828, $19,213) | Gamma (1.04, 0.0001) | Medicare (2014–2016) |
Note: *Parameters: Beta (alpha, beta), lognormal (log (mean), log (standard deviation)) and Gamma (shape, scale).
Clinical projections and economic results
| Model output | CRT with conventional pacing | CRT with effective pacing | Δ Impact |
|---|---|---|---|
| 4.58 | 2.75 | 1.83 | |
| $57,233 | $34,431 | –$22,802 |
Figure 2Tornado diagram (one-way sensitivity analysis; US$). Numbers in brackets represent the lower and upper bounds of the value used for each parameter.
Figure 3Probabilistic analysis results (US$).