날짜 강의 주제
3/2 1 Introduction
3/7 2 Set Theory, Probability Axioms
3/9 3 Conditional Probability, Independence
3/14 4 Combinatorics
3/16 5 Random Variable, Discrete Random Variable
3/21 6 Joint Probability Mass Function, Average
3/23 7 Functions of Random Variables, Moment, Variance
3/28 8 Correlation
3/30 9 Probability Generating Function, Weak of Large Numbers, Conditional PMF
4/4 10 Decision, Conditional Expectation
4/6 11 Continuous Random Variable
4/11 12 Moment Generating Function, Transform
4/13 13 Cumulative Distribution Function, Mixed Random Variables
4/18 14 Functions of Random Variables, Central Limit Theorem
4/20 중간고사
4/25 중간고사 휴강
4/27 15 Bivariate Random Variables, Joint PDF, Multivariate RV
5/2 16 Conditional Probability, Conditional Expectation
5/4 17 Jointly Gaussian, Random Vector, Expectation, Moments of Random Vector
5/9 18 Transformation of Random Vectors
5/11 19 Gaussian Random Vector, Random Process (Definition)
5/16 20 Random Process (Moment, Mean, Correlation)
5/18 21 Orthogonality, Stationarity
5/23 22 Stationarity, Properties of ACF
5/25 23 Fourier Transform
5/30 24 Power Spectral Density, Gaussian Process
6/1 25 휴강
6/6 현충일 휴강
6/8 26 Ergocidicity, Poisson Process
6/13 27 Poisson Process
6/15 기말고사