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Review
. 2012 Feb;58(1):134-42.
doi: 10.1111/j.1600-0757.2011.00421.x.

Development of prognostic indicators using classification and regression trees for survival

Review

Development of prognostic indicators using classification and regression trees for survival

Martha E Nunn et al. Periodontol 2000. 2012 Feb.

Abstract

The development of an accurate prognosis is an integral component of treatment planning in the practice of periodontics. Prior work has evaluated the validity of using various clinical measured parameters for assigning periodontal prognosis as well as for predicting tooth survival and change in clinical conditions over time. We critically review the application of multivariate Classification And Regression Trees (CART) for survival in developing evidence-based periodontal prognostic indicators. We focus attention on two distinct methods of multivariate CART for survival: the marginal goodness-of-fit approach, and the multivariate exponential approach. A number of common clinical measures have been found to be significantly associated with tooth loss from periodontal disease, including furcation involvement, probing depth, mobility, crown-to-root ratio, and oral hygiene. However, the inter-relationships among these measures, as well as the relevance of other clinical measures to tooth loss from periodontal disease (such as bruxism, family history of periodontal disease, and overall bone loss), remain less clear. While inferences drawn from any single current study are necessarily limited, the application of new approaches in epidemiologic analyses to periodontal prognosis, such as CART for survival, should yield important insights into our understanding, and treatment, of periodontal diseases.

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Figures

Fig. 1
Fig. 1
Multivariate survival tree for all teeth based on goodness of split method
Fig. 2
Fig. 2
Multivariate exponential survival tree for non-molars
Fig. 3
Fig. 3
Multivariate exponential survival tree for molars
Fig. 4
Fig. 4
Survival plot for prognostic categories generated by stratified multivariate exponential survival trees

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