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A new cure rate model based on the Yule–Simon distribution with application to a melanoma data set

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ABSTRACT In this paper, a new survival cure rate model is introduced considering the Yule–Simon distribution [12] to model the number of concurrent causes. We study some properties of this… Click to show full abstract

ABSTRACT In this paper, a new survival cure rate model is introduced considering the Yule–Simon distribution [12] to model the number of concurrent causes. We study some properties of this distribution and the model arising when the distribution of the competing causes is the Weibull model. We call this distribution the Weibull–Yule–Simon distribution. Maximum likelihood estimation is conducted for model parameters. A small scale simulation study is conducted indicating satisfactory parameter recovery by the estimation approach. Results are applied to a real data set (melanoma) illustrating the fact that the model proposed can outperform traditional alternative models in terms of model fitting.

Keywords: simon distribution; model; yule simon; cure rate; distribution

Journal Title: Journal of Applied Statistics
Year Published: 2017

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