SUMMARY
This study is dedicated to the application of the "bootstrap" method for creating virtual models of normo- and hyperprolactinemia, allowing the creation of statistical models based on the empirical distribution of data. The
aim of the research was to apply this approach to different patient groups with normoprolactinemia, hyperprolactinemia without pituitary adenoma, microprolactinoma, and macroprolactinoma.
Material and Methods. The models were developed using data from patients with different types of prolactinemia. The models were created considering the gender and quantitative characteristics of the patients, followed by statistical analysis.
Results. The results showed that the virtual models did not differ significantly from the real groups. However, certain correlations between prolactinemia and anthropometric parameters, blood pressure, as well as pituitary-thyroid system hormones were identified, with variations depending on the group.
Conclusion. The study demonstrated that the "bootstrap" approach is an effective tool for clinical and statistical modeling and provides more precise analysis of the characteristics of various prolactinemia groups.
Keywords: "bootstrap" method, pituitary adenoma, normo- and hyperprolactinemia, virtual models, statistical modeling
REFERENCES
- Анатольев С. Экономический ликбез: бутстрап. Основы бутстрапирования. http://quantile.ru/03/03-SA.pdf
- Жданов К.И. Выпускная квалификационная работа бакалавра. Исследование бутстрап-методов и их применение в статистике. Санкт-Петербург, 2018, 42 с
- Томин Д. Бутстрап и доверительные интервалы: от теории к практике на Python. 16.07.2024. https://habr.com/ru/articles/829336/
- Xie H, Tang Q, Zhu Q. A Multiplier Bootstrap Approach to Designing Robust Algorithms for Contextual Bandits // IEEE Trans Neural Netw Learn Syst. 2023 Dec;34(12):9887-9899. doi: 10.1109/TNNLS.2022.3161806
- Comets E, Rodrigues C, Jullien V, Ursino M. Conditional Non-Parametric Bootstrap for Non-linear Mixed Effect Models // Pharm Res. 2021 Jun;38(6):1057-1066. doi: 10.1007/s11095-021-03052-6
- Liu XS, Pompey KT. Bootstrap Estimate of Bias for Intraclass Correlation // J Appl Meas. 2020;21(1):101-108.
- Malakhov M.M., Dai B., Shen XT, Pan W. A Bootstrap Model Comparison test for identifying genes with context-Specific Patterns of genetic regulation // bioRxiv [Preprint]. 2023 Oct 22:2023.03.06.531446. doi: 10.1101/2023.03.06.531446
- Reader AJ, Ellis S. Bootstrap-Optimised Regularised Image Reconstruction for Emission Tomography // IEEE Trans Med Imaging. 2020 Jun;39(6):2163-2175. doi: 10.1109/TMI.2019.2956878
- Langenbucher A, Szentmáry N, Cayless A, Wendelstein J, Hoffmann P. Bootstrap Outlier Identification in Clinical Datasets for Lens Power Formula Constant Optimization // Curr Eye Res. 2023 Mar;48(3):263-269. doi: 10.1080/02713683.2022.2108457
- Bartlett JW, Hughes RA. Bootstrap inference for imputation under uncongeniality and misspecification // Stat Methods Med Res. 2020 Dec;29(12):3533-3546. doi: 10.1177/0962280220932189
- Davidson R. Bootstrapping econometric models // Quantile, 2007, No.3, pp. 13–36
- Мосин П. Бутстрап: швейцарский нож аналитика в A/B-тестах. 21.09.23. https://habr.com/ru/users/Atlamos/
- Calculator.net. BMI Calculator. 2008-2024. https://www.calculator.net/bmi-calculator.html
- Melmed S., Casanueva F.F., Hoffman A.R. et al. Diagnosis and Treatment of Hyperprolactinemia: An Endocrine Society Clinical Practice Guideline // Clin Endocrinol Metab, 2011, 96: 273–288
- Thapa S., Bhusal K. Hyperprolactinemia. Last Update: July 24, 2023, https://www.ncbi.nlm.nih.gov/books/NBK537331/
- Leca B.M., Mytilinaiou M., Tsoli M. et al. Identification of an optimal prolactin threshold to determine prolactinoma size using receiver operating characteristic analysis // Scientific Reports, 2021, 11:9801. doi:10.1038/s41598-021-89256-7
- Rabinovich I.H., Gómez R.C., Mouriz M.G. et al. on behalf of the Neuroendocrinology Group of the SEEN. Clinical guidelines for diagnosis and treatment of prolactinoma and hyperprolactinemia // Endocrinol Nutr. 2013; 60 (6): 308-319
- Eske J. What are the ranges, symptoms, and meaning of TSH levels? Last reviewed on November 30, 2023, https://www.medicalnewstoday.com/articles/163729#summary
- Лакин Г.Ф. Биометрия.Издание третье, переработанное и дополненное. Москва «Высшая школа», 1980, 293 с
- EasyCalculation.com. Confidence Limits for Mean Calculator. https://www.easycalculation.com/statistics/confidence-limits-mean.php
- Psyhol-ok Психологическая помощь. Назначение t-критерия Стьюдента. https://www.psychol-ok.ru/statistics/student/
- EPITOOLS. Calculate confidence limits for a sample proportion. https://epitools.ausvet.com.au/ciproportion
- Social Science Statistics. Easy Fisher Exact Test Calculator. https://www.socscistatistics.com/tests/fisher/default2.aspx
- НАФИ. Тема 6. Корреляционный анализ. https://nafi.ru/upload/spss/Lection_6.pdf
- Stats.Blue. Simple Linear Regression Calculator. https://stats.blue/Stats_Suite/correlation_regression_calculator.html