COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
This course introduces concepts and theories behind causal inference in order to predict and analyze a system’s behavior under manipulations. Topics include causal models versus observational models; observational distribution, intervention distribution, and counterfactuals; graphical models and Markov conditions; and identifiability conditions for learning causal relations from observational and/or interventional data. Working with graphs and graphical models, students derive causal effects, predict the result of interventional experiments, perform variable adjustments for computing causal effects, and gain an understanding of and ability to apply different methods for causal structure learning.
COURSE DETAIL
COURSE DETAIL
This course introduces several data integration methods and basic materials for data privacy. From this course, students can integrate multiple data sources by handling data privacy issues. This course provides statistical methodology on data integration and statistical disclosure control.
COURSE DETAIL
This introductory statistics course focuses on data analysis. It begins with the essential concepts that are necessary for understanding data analysis, such as probability and their distributions. It then covers sampling, confidence intervals, hypothesis testing, analysis of variance, correlation, and linear regression analysis. Additional topics include probability concepts, probability distributions, sampling distributions, and two group comparisons.
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
This course introduces the subject of calculus, including the study of limits and derivatives, and their applications, which is essential and crucial for advanced statistic courses, such as probability theory, mathematical statistics. Specific topics include the limits of functions, derivatives of algebraic, trigonometric, exponential and logarithmic functions and their inverses and the definite integral and its application to area problems. Also, included are applications of the derivative including maximum and minimum problems, and curve sketching using calculus, techniques of integration, indeterminate forms and infinite series.
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