| Literature DB >> 30288422 |
Christopher J D Wallis1,2,3,4,5,6, Gerard Morton1,2,3,4,5,6, Angela Jerath1,2,3,4,5,6, Raj Satkunasviam1,2,3,4,5,6, Ewa Szumacher1,2,3,4,5,6, Sender Herschorn1,2,3,4,5,6, Ronald T Kodama1,2,3,4,5,6, Girish S Kulkarni1,2,3,4,5,6, David Naimark1,2,3,4,5,6, Robert K Nam1,2,3,4,5,6.
Abstract
Background: Patients undergoing surgery for prostate cancer who have adverse pathological findings experience high rates of recurrence. While there are data supporting adjuvant radiotherapy compared to a wait-and-watch strategy to reduce recurrence rates, there are no randomized controlled trials comparing adjuvant radiotherapy with the other standard of care, salvage radiotherapy (radiotherapy administered at the time of recurrence).Entities:
Keywords: Monte Carlo method; adjuvant radiotherapy; life expectancy; neoplasm recurrence; quality-adjusted life years; salvage therapy
Year: 2017 PMID: 30288422 PMCID: PMC6124936 DOI: 10.1177/2381468317709476
Source DB: PubMed Journal: MDM Policy Pract ISSN: 2381-4683
Utilities and Disutilities Used to Inform Health States
| Health State | Utility | Range | Reference |
|---|---|---|---|
| Postoperative status | 1 | — | — |
| Current radiotherapy | 0.73 | 0–1.0 | Heijnsdijk, |
| Previous radiotherapy | 0.78 | 0–1.0 | Heijnsdijk, |
| Biochemical recurrence | 0.68 | 0–1.0 | Hayes, |
| Metastasis | 0.25 | 0–1.0 | Stewart, |
| Death | 0 | — | — |
| Health State | Disutility | Range | Reference |
| Erectile dysfunction | −0.11 | Stewart, | |
| Incontinence | −0.17 | Stewart, | |
| Bowel dysfunction | −0.29 | Stewart, |
Figure 1Diagram of health states. Patients in the adjuvant radiotherapy arm initially enter the model at the “Currently undergoing radiotherapy” state, whereas those in the salvage arm enter at the “Well Post-op” state. We assumed that patients then sequentially progressed through the health states based on literature-derived probabilities. A decision analytic tree is provided in the appendix as Supplementary Figure 1.
Transition Probabilities Used to Inform Monte Carlo Microsimulation Model
| Probability | Range | Source | |
|---|---|---|---|
|
| |||
| Probability of recurrence after radical prostatectomy | |||
| Adjuvant radiotherapy | N/A | ||
| Salvage radiotherapy | 0.010 | 0–0.1 | Composite[ |
| Probability of biochemical recurrence following radiotherapy | |||
| Adjuvant radiotherapy | 0.005 | 0–0.05 | Composite[ |
| Salvage radiotherapy | 0.015 | 0–0.05 | Composite[ |
| Probability of metastasis following recurrence after radiotherapy | |||
| Adjuvant radiotherapy | 0.0018 | 0–0.01 | Composite[ |
| Salvage radiotherapy | 0.0018 | 0–0.01 | Composite[ |
| Probability of prostate cancer death following metastasis | |||
| Adjuvant radiotherapy | 0.00585 | 0–0.01 | Composite[ |
| Salvage radiotherapy | 0.00585 | 0–0.01 | Composite[ |
| Probability of death from other causes | Age-dependent | 0–0.3 | Statistics Canada |
| Probability of developing new erectile dysfunction, after erectile function regained (age-related erectile dysfunction) | Age-dependent | Johannes, | |
| Probability of regaining erectile
function after surgery[ | 0.066 | 0–0.1 | Rabanni, |
| Probability of developing new incontinence, after continence regained (age-related incontinence) | 0 | Assumption | |
| Probability of regaining continence
after surgery[ | 0.037 | 0–0.1 | Suardi, |
| Probability of bowel dysfunction | 0.0013 | 0–0.1 | Alibhai, |
|
| |||
| Probability of erectile dysfunction immediately post–radical prostatectomy | 0.77 |
| |
| Probability of incontinence immediately post–radical prostatectomy | 0.5 | Sacco, | |
Derivation of the composite estimates is provided in Supplementary Table 1.
May recover for first 12 months following radical prostatectomy.
May recover for first 24 months following radical prostatectomy.
Figure 2Kaplan-Meier analysis of biochemical recurrence comparing model-derived results (modeled) following calibration with the EORTC 22911 trial (observed).[4]
Figure 3Distribution of incremental benefit of salvage radiotherapy, compared with adjuvant radiotherapy, across 10,000 outer-loop iterations of the decision analytic model.