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Originally published as JCO Early Release 10.1200/JCO.2009.24.0044 on August 31 2009

Journal of Clinical Oncology, Vol 27, No 30 (October 20), 2009: pp. e150-e151
© 2009 American Society of Clinical Oncology.

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CORRESPONDENCE

Lymph Node Ratio Better Predicts Disease-Free Survival in Node-Positive Breast Cancer Than the Number of Positive Lymph Nodes

Vanya Van Belle

Department of Electrical Engineering, Division SCD, KULeuven, Leuven, Belgium

Ben Van Calster

Department of Electrical Engineering, Division SCD, KULeuven; Multidisciplinary Breast Centre, University Hospitals Leuven, Leuven, Belgium

Hans Wildiers

Multidisciplinary Breast Centre; Department of General Medical Oncology, University Hospitals Leuven, Leuven, Belgium

Sabine Van Huffel

Department of Electrical Engineering, Division SCD, KULeuven, Leuven, Belgium

Patrick Neven

Multidisciplinary Breast Centre; Department of Gynaecological Oncology, University Hospitals Leuven, Leuven, Belgium

Vinh-Hung et al1 proposed a ratio of the number of positive versus the number of removed lymph nodes to stage node-positive breast cancer. The authors start with the construction of a multivariate survival model with breast cancer death as primary outcome and conclude on the significance of the prognostic value of the lymph node ratio (LNR). In a second step, two cutoffs were sought to categorize the LNR such that the difference in maximal partial likelihood between the continuous and the categorized model is minimized. Vinh-Hung et al claim that the LNR is a significant prognostic indicator in the multivariate model, and that after categorizing the LNR with cutoffs at 0.20 and 0.65, the LNR is a good alternative to pN staging.

Using data from a different population, we tested whether these two hypotheses were valid for disease-free survival rather than overall survival. A database of primary operable breast cancers diagnosed between 2000 and 2005 in the University Hospital Leuven was used. A total of 2,064 patients were admitted in this period, 1,852 without sentinel node procedure, which was introduced in June 2003. The pathological report of 35 patients did not contain the number of removed or positive lymph nodes (1.9%). In the remaining sample of 1,817 patients, 696 patients had positive lymph nodes (38.3%). Seven patients were removed because of missing values in the treatment variables or the size of the tumor (1.0%). The median age of the patients was 54 years. The median number of positive nodes was 2 (range, 1 to 42). The median LNR was 0.13 (range, 0.03 to 1.00; Table 1).


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Table 1. Characteristics of Patients With Lymph Node Positive Breast Cancer in the Leuven Dataset

 
A multivariate Cox regression2 model including age at diagnosis, the year of diagnosis, high histologic grade, the logarithm of the tumor size, radiotherapy, chemotherapy, endocrine therapy, and LNR confirmed the significant prognostic value of the LNR (hazard ratio = 9.46, 95% CI, 5.03 to 17.79). The discriminative ability of the LNR and the number of positive lymph nodes was compared by means of the time dependent receiver operating characteristic curve.3 Figure 1A shows that LNR was superior to the number of positive lymph nodes to discriminate relapsing from nonrelapsing patients.


Figure 1
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Fig 1. Time-dependent receiver operating characteristic. (A) Lymph node ratio (LNR; blue line) and the number of positive lymph nodes (gold line) as continuous variables. (B) Comparison of the discriminating ability for the continuous LNR (blue line) and the optimal categorization by maximizing the concordance index (gray line). The categorization based on the number of positive nodes (pN; gold line) is performing less than the categorized LNR.

 
Vinh-Hung et al1 proposed two cutoff values to categorize the LNR to obtain three different groups with respect to overall survival. Since our goal is to test the LNR as a prognostic measure for disease-free survival, the cutoff values may need to be adapted. The multivariate model discussed above was used to identify a pair of cutoff values to categorize the LNR. Both cutoffs were varied between 0.05 and 0.95 in steps of 0.05. Optimal cutoff values were defined as the pair of cutoffs leading to the minimal negative change in maximal partial likelihood in comparison with the continuous LNR on 5,000 bootstrap iterations. However, this analysis suggested three possible pairs of cutoffs. In a second analysis, the concordance index as introduced by Harrell et al4 was used to select the optimal cutoff values. This led to a single peak in the distribution of the optimal cutoffs (Fig 2). The optimal cutoffs (LNR = 0.10 and LNR = 0.40) were used to categorize the LNR and the discriminative ability was compared with the continuous LNR and the pN classification in Figure 1B. Obviously, the categorization of LNR leads to a decrease in performance, but the performance is still better than that of the pN classification.5


Figure 2
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Fig 2. Distribution of bootstrap lymph node ratio cutoff points. The concordance index was used to select the optimal cutoff values in 5,000 bootstrap iterations.

 
We tested the LNR as a prognostic factor for disease-free survival rather than overall survival. In our sample the continuous LNR was a strong predictor of breast cancer relapse. Cutoff values to categorize the LNR in prognostic risk groups (low, LNR ≤ 0.10; intermediate, 0.10 < LNR ≤ 0.40; and high, 0.40 < LNR) were identified using the concordance index based on 5,000 bootstrap samples. LNR categorization was a better predictor for breast cancer relapse than categorization based on the number of positive lymph nodes.

AUTHORS' DISCLOSURES OF POTENTIAL CONFLICTS OF INTEREST

The author(s) indicated no potential conflicts of interest.

ACKNOWLEDGMENT

Supported by Research Council KUL: GOA-AMBioRICS, EF/05/006; Flemish Government: FWO: G.0341.07; IWT: IUAP P6/04. V. Van Belle is supported by a grant from the IWT. B. Van Calster is a postdoctoral researcher from the Research Foundation – Flanders (FWO).

REFERENCES

1. Vinh-Hung V, Verkooijen HM, Fioretta G, et al: Lymph node ratio as an alternative to pN staging in node-positive breast cancer. J Clin Oncol 27:1062–1068, 2009.[Abstract/Free Full Text]

2. Cox DR: Regression models and life-tables (with discussion). J R Stat Soc Ser B 34:197–220, 1972.

3. Heagerty P, Lumley T, Pepe M: Time-dependent roc curves for censored survival data and a diagnostic marker. Biometrics 56:337–344, 2000.[CrossRef][Medline]

4. Harrell F Jr, Klee K, Califf R, Pryor D, Rosati R: Regression modeling strategies for improved prognostic prediction. Stat Med 3:143–152, 1984.[Medline]

5. Sobin LH, and Wittekind Ch. TNM Classification of Malignant Tumours, ed 6 Hoboken, NJ: Wiley, 2002.


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  • Reply to V. Van Belle et al
    Vincent Vinh-Hung, Helena M. Verkooijen, Gerald Fioretta, Georges Vlastos, Elisabetta Rapiti, and Christine Bouchardy
    JCO 2009 27: 152 [Full Text]


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V. Vinh-Hung, H. M. Verkooijen, G. Fioretta, G. Vlastos, E. Rapiti, and C. Bouchardy
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J. Clin. Oncol., October 20, 2009; 27(30): e152 - e152.
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