Correction: Lebbink et al. Opposite Incidence Trends for Differentiated and Medullary Thyroid Cancer in Young Dutch Patients over a 30-Year Time Span. Cancers 2021, 13, 5104

Abstract

Error in Figure/Table [...].

Figure 1

Time trends in incidence of patients aged 0–24 years with thyroid carcinoma in The Netherlands, 1990–2019. Abbreviations: AAPC, Average Annual Percent Change; CI, Confidence Interval. Three-year moving averages of the age-standardized incidence rate of thyroid carcinoma (standardized according to the World Standard Population) are shown. AAPC was estimated from a regression line, which was fitted to the natural logarithm of the rates using the year of diagnosis as a regressor variable.

Figure 2

Time trends in incidence of patients aged 0–24 years with thyroid carcinoma by histology and age in The Netherlands, 1990–2019. (A) Papillary thyroid carcinoma. (B) Follicular thyroid carcinoma. (C) Medullary thyroid carcinoma. Abbreviations: AAPC, Average Annual Percent Change; CI, Confidence Interval. Three-year moving averages of the age-specific incidence rate of thyroid carcinoma are shown. The incidence rates of the patients 0–9 and 0–17 years are age-standardized according to the World Standard Population. AAPC was estimated from a regression line, which was fitted to the natural logarithm of the rates using year of diagnosis as a regressor variable. * Estimation of a reliable average annual percentage change was not possible because of n = 0 in >5 incidence years.

Figure 2

Time trends in incidence of patients aged 0–24 years with thyroid carcinoma by histology and age in The Netherlands, 1990–2019. (A) Papillary thyroid carcinoma. (B) Follicular thyroid carcinoma. (C) Medullary thyroid carcinoma. Abbreviations: AAPC, Average Annual Percent Change; CI, Confidence Interval. Three-year moving averages of the age-specific incidence rate of thyroid carcinoma are shown. The incidence rates of the patients 0–9 and 0–17 years are age-standardized according to the World Standard Population. AAPC was estimated from a regression line, which was fitted to the natural logarithm of the rates using year of diagnosis as a regressor variable. * Estimation of a reliable average annual percentage change was not possible because of n = 0 in >5 incidence years.