EE278: Probability and Statistical Inference
Stanford University, Ayfer Ozgur and Tsachy Weissman, Fall 2026
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Course OverviewMany engineering problems involve making inferences from noisy, uncertain, or incomplete data. This course develops fundamental approaches to statistical inference from both model-based and data-driven perspectives, emphasizing their connections and differences. Topics include hypothesis testing and classification; empirical risk minimization and generalization; minimum mean-square error and linear estimation; random vectors, Gaussian models, and principal component analysis; Kalman filtering; random processes and power spectral density; and Wiener filtering and prediction. Throughout the course, we use probability as a common language for understanding classical signal processing methods and learning-based approaches to inference. LecturesTime: Tuesdays and Thursdays, 12:00–1:20 pm (Pacific time) Location: Gates B3 Format: In person Term: September 22–December 4, 2026 (2026–2027 Autumn) Teaching assistant: Andy Dong, dxa at stanford.edu Tentative midterms: Thursday, October 8, 2026 (week 3), and Thursday, November 5, 2026 (week 7). Exam arrangements will be announced. Final exam: Friday, December 11, 2026, 12:15–3:15 pm (Pacific time). Location to be announced. See Course Info for registration and administrative details. Web AccessibilityStanford University is committed to providing an online environment that is accessible to everyone, including individuals with disabilities. If you experience difficulty accessing course content on this website, please reach out to the course staff and use Stanford’s accessibility resources to report the issue. |