4.7 Article

The Influence of Missing Data on Disabilities in Patients Treated with High-Dose Spinal Cord Stimulation: A Tipping Point Sensitivity Analysis

Journal

JOURNAL OF CLINICAL MEDICINE
Volume 10, Issue 21, Pages -

Publisher

MDPI
DOI: 10.3390/jcm10214897

Keywords

missing data mechanisms; sensitivity analysis; multiple imputations; neuromodulation

Funding

  1. Medtronic Europe Sarl

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New waveforms in Spinal Cord Stimulation have led to the development of High-Dose SCS (HD-SCS), with missing data analysis revealing a tipping point sensitivity at a shift parameter of 17 for disability scores, ensuring robust conclusions regarding the therapy's effectiveness over time.
New waveforms have changed the field of Spinal Cord Stimulation (SCS) to optimize therapy outcomes, among which is High-Dose SCS (HD-SCS). Missing observations are often encountered when conducting clinical trials in this field. In this study, different approaches with varying assumptions were constructed to evaluate how conclusions may be influenced by these assumptions. The aim is to perform a tipping point sensitivity analysis to evaluate the influence of missing data on the overall conclusion regarding the effectiveness of HD-SCS on disability. Data from the Discover study were used, in which 185 patients with Failed Back Surgery Syndrome were included. Disability was evaluated before SCS and after 1, 3 and 12 months of HD-SCS. During the second, third and fourth visit, data from 130, 114 and 90 patients were available, respectively. HD-SCS resulted in a significant decrease in disability scores based on the analysis of observed data and with multiple imputations. The tipping point sensitivity analysis revealed that the shift parameter was 17. Thus, the conclusion concerning the time effect under a missing at random mechanism is robust when the shift parameter for the disability score is 17. From a clinical point of view, a shift of 17 points on disability is not very plausible. Therefore we tend to consider the conclusions drawn under missing at random as being robust.

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