EXPLAINABLE ARTIFICIAL INTELLIGENCE IN HIGH-DIMENSIONAL DATA ANALYSIS: THEORETICAL FOUNDATIONS, INTERPRETABILITY CHALLENGES, AND METHODOLOGICAL PERSPECTIVES
DOI:
https://doi.org/10.5281/Keywords:
Explainable Artificial Intelligence; high-dimensional data; model interpretability; machine learning; feature importance; model transparency; explainability; artificial intelligence.Abstract
This article examines the theoretical foundations and methodological challenges of Explainable Artificial Intelligence (XAI) in high-dimensional data analysis. The study focuses on the growing interpretability problem associated with complex artificial intelligence models operating on data characterized by a large number of variables and intricate relationships. Theoretical approaches to explainability, model transparency, feature attribution, and post-hoc interpretation are systematically analyzed. Particular attention is given to the tension between predictive performance and interpretability, as well as to the limitations of conventional explanation techniques in high-dimensional settings. The analysis demonstrates that effective XAI requires not only accurate predictions but also explanations that are stable, meaningful, context-sensitive, and understandable to users. A conceptual methodological perspective for developing more interpretable AI systems is proposed.
References
1. Belkin M., Hsu D., Ma S., Mandal S.** Reconciling Modern Machine-Learning Practice and the Classical Bias-Variance Trade-Off // Proceedings of the National Academy of Sciences. — 2019. — Vol. 116, No. 32. — P. 15849–15854.
2. Nakkiran P., Kaplun G., Bansal Y., Yang T., Barak B., Sutskever I.** Deep Double Descent: Where Bigger Models and More Data Hurt // Journal of Statistical Mechanics: Theory and Experiment. — 2021. — 124005.
3. D’Ascoli S., Refinetti M., Biroli G., Krzakala F.** Double Trouble in Double Descent: Bias and Variance(s) in the Lazy Regime // Proceedings of the 37th International Conference on Machine Learning. — 2020. — Vol. 119. — P. 2280–2290.
4. Fan J., Li R. Variable Selection via Nonconcave Penalized Likelihood and its Oracle Properties // Journal of the American Statistical Association. — 2001. — Vol. 96, No. 456. — P. 1348–1360.
5. Bühlmann P. Statistical Significance in High-Dimensional Linear Models // Bernoulli. — 2013. — Vol. 19, No. 4. — P. 1212–1242.
6. Nalsnick E., Smyth P., Tran D. A Brief Tour of Deep Learning from a Statistical Perspective // Annual Review of Statistics and Its Application. — 2023. — Vol. 10. — P. 219–246. — DOI: 10.1146/annurev-statistics-032921-013738.
7. Qizi, Jalilova Dilshoda Ural, Joʻraboyeva Malika, Jumayeva Muhlisa, and Jamolova Sevinch. "BOSHLANG ‘ICH SINFLAR ELEKTRON TAʼLIMDA MULTIMEDIANING O ‘RNI." Science and innovation 3, no. Special Issue 22 (2024): 206-207.
8. Qizi, Jalilova Dilshoda Ural, Poyonova Qandiya, Abdimurodova Maftuna, and Nahalboyeva Iroda. "UCHINCHI RENESSANS SHAROITIDA PEDAGOGIK TA’LIM SOHASIDA RAQAMLI TEXNOLOGIYALAR." Science and innovation 3, no. Special Issue 18 (2024): 637-640.
9. Wikle C.K., Zammit-Mangion A. Statistical Deep Learning for Spatial and Spatiotemporal Data // Annual Review of Statistics and Its Application. — 2023. — Vol. 10. — P. 247–270. — DOI: 10.1146/annurev-statistics-033021-112628.
10. Statistical Inference: Theoretical Development to Data Analytics // Handbook of Statistics. — 2020. — Vol. 43. — P. 289–335. — DOI: 10.1016/bs.host.2020.02.003.