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. 2008 Oct 1;72(2):568-74.
doi: 10.1016/j.ijrobp.2008.04.053.

Analysis of radiation pneumonitis risk using a generalized Lyman model

Affiliations

Analysis of radiation pneumonitis risk using a generalized Lyman model

Susan L Tucker et al. Int J Radiat Oncol Biol Phys. .

Erratum in

  • Int J Radiat Oncol Biol Phys. 2010 Sep 1;78(1):316-7. Dosage error in article text

Abstract

Purpose: To introduce a version of the Lyman normal-tissue complication probability (NTCP) model adapted to incorporate censored time-to-toxicity data and clinical risk factors and to apply the generalized model to analysis of radiation pneumonitis (RP) risk.

Methods and materials: Medical records and radiation treatment plans were reviewed retrospectively for 576 patients with non-small cell lung cancer treated with radiotherapy. The time to severe (Grade >/=3) RP was computed, with event times censored at last follow-up for patients not experiencing this endpoint. The censored time-to-toxicity data were analyzed using the standard and generalized Lyman models with patient smoking status taken into account.

Results: The generalized Lyman model with patient smoking status taken into account produced NTCP estimates up to 27 percentage points different from the model based on dose-volume factors alone. The generalized model also predicted that 8% of the expected cases of severe RP were unobserved because of censoring. The estimated volume parameter for lung was not significantly different from n = 1, corresponding to mean lung dose.

Conclusions: NTCP models historically have been based solely on dose-volume effects and binary (yes/no) toxicity data. Our results demonstrate that inclusion of nondosimetric risk factors and censored time-to-event data can markedly affect outcome predictions made using NTCP models.

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Figures

Figure 1
Figure 1
Overall survival and freedom from grade ≥ 3 RP and during the first 12 months after start of radiotherapy.
Figure 2
Figure 2
Histogram showing the distribution of times to grade ≥ 3 RP, adjusted to take into account the number of patients alive and at risk of RP at each time point. The dashed curve represents a log-normal density function with parameters μ = 1.31 and σ = 0.42 (equation 5).
Figure 3
Figure 3
NTCP values computed from the fit of the generalized Lyman model as a function of mean lung dose (model parameters from column 2 of Table 1). Points show Kaplan-Meier estimates of RP incidence at 1 year in patient subgroups. The cohorts of smokers and former smokers were divided into 4 groups each according to mean lung dose: MLD < 15 Gy, 15-20 Gy, 20-25 Gy, and > 25 Gy, The cohort of nonsmoking patients was divided into two subgroups with MLD < 20 Gy and MLD > 20 Gy, Points are plotted at the average MLD value for each subgroup. Horizontal error bars indicate + 1 standard deviation in MLD; vertical error bars indicate + 1 standard error in the estimated RP incidence.
Figure 4
Figure 4
Freedom from grade ≥ 3 RP among patient subgroups defined by NTCP value from the fit of the generalized Lyman model with n = 1 (Table 1, column 2).

References

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