A multi-state model incorporating estimation of excess hazards and multiple time scales
Caroline E. Weibull, Paul C. Lambert, Sandra Eloranta, Therese M.L., Andersson, Paul W. Dickman, Michael J. Crowther

TL;DR
This paper introduces a novel multi-state modeling approach that integrates excess hazard estimation and multiple time scales to better assess late effects in cancer survivors, enabling detailed risk partitioning.
Contribution
It combines multi-state models with excess hazard estimation within a relative survival framework, allowing for comprehensive risk analysis of morbidity and mortality in cancer patients.
Findings
Effective partitioning of risks into expected and excess components
Flexible modeling of multiple time scales and transitions
Application to Hodgkin lymphoma data demonstrates utility
Abstract
As cancer patient survival improves, late effects from treatment are becoming the next clinical challenge. Chemotherapy and radiotherapy, for example, potentially increase the risk of both morbidity and mortality from second malignancies and cardiovascular disease. To provide clinically relevant population-level measures of late effects, it is of importance to (1) simultaneously estimate the risks of both morbidity and mortality, (2) partition these risks into the component expected in the absence of cancer and the component due to the cancer and its treatment, and (3) incorporate the multiple time scales of attained age, calendar time, and time since diagnosis. Multi-state models provide a framework for simultaneously studying morbidity and mortality, but do not solve the problem of partitioning the risks. However, this partitioning can be achieved by applying a relative survival…
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