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- 주제분류
- 사회과학 >경영ㆍ경제 >경제학
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- 강의학기
- 2012년 1학기
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- 조회수
- 9,654
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- 평점
- 5/5.0 (2)
The main purpose of this course is to explain basic level of probability and statistics so that students of social sciences can undertand why statistics is important to study social sciences and how to use statistics to analyze the data related to social sciences.
차시별 강의
| 1. | ![]() |
Statistics for Social Sciences | 1. What is Statistics? 2. Statistics in Social Sciences 3. Relationship between Probability & Statistics 4. Population vs. Samples 5. The Descriptive Statistics: Graphical Method | ![]() |
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What is Probability? | 1. What is Probability? 2. The four fundamental concepts to understand probability Experiment, Sample Space, Outcomes, and Event. 3. The basic Set Theory and Calculus of Probability 4. Probability Function and Properties | ![]() |
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Conditional Probability and Independence | 1. What is Conditional Probability? 2. Relationship between Conditional Probability and Intersection Probability 3. Bayes' Rule: Concept and General Form 4. Concept of Independence in probability theory | ![]() |
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Random Variables | 1. Definition of Random Variable 2. Probability Function of Random Variable 3. Cumulative Distribution Function 4. Expectation and Variance of a Random Variable and their Properties 5. Random Sampling with Random Variable | ![]() |
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Discrete Random Variables | 1. Concept of Discrete Random Variables 2. Bernoulli Random Variable 3. Binomial Random Variable 4. Poisson Random Variable 5. Hypergeometric Random Variable | ![]() |
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Continuous Random Variables | 1. Concept of Continuous Random Variables 2. Relationship between c.d.f and p.d.f 3. Expected Value for Continuous R.Vs 4. Uniform Distribution 5. Normal Distribution | ![]() |
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Chebyshev's Theorem and Central Limit Theorem | 1. Chebyshev's Theorem 2. Sampling Distribution 3. Central Limit Theorem | ![]() |
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Other Distributions related to the Normal Distribution | 1. Standard Normal Distribution 2. Distributions related to the Normal Dist. -Chi-Square Distribution -t distribution -F distribution | ![]() |
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Distributions with Two Random Variables | 1. Joint Probability Distribution 2. Marginal Probability Distribution | ![]() |
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Conditional Probability Functions and Independent Random Variables | 1. Conditional Probability Function 2. Independent Random Variables | ![]() |
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The Relations of Two Random Variables | 1. The Covariance and Correlation of Two Random Variables 2. The Expected Value and Variance of Linear Functions of Random Variables | ![]() |
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Estimation(Point Estimation) | 1. Statistical Inference: Estimation & Hypothesis Testing 2. Concept of Estimator 3. Unbiased Estimator & Mean Squared Error | ![]() |
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Properties of a Point Estimator | 1. The Error of Estimation 2. Concept of Efficiency 3. Concept of Consistency | ![]() |
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Diagnosis Test for Midterm | 1. 중간고사 준비가 잘 되었는지 측정하기 위한 진단강의 2. 문제 유형 파악 3. 부족한 영역 보완 | ![]() |
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Confidence Intervals(Interval Estimation) | 1. Interval Estimator: Confidence Intervals 2. Large Sample Confidence Intervals for µ, µ₁ - µ₂ 3. The Upper & Lower Confidence limits | ![]() |
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Small Sample Confidence Intervals for µ, µ₁ - µ₂ and σ² | 1. Small Sample Confidence Intervals for µ, µ₁ - µ₂ 2. Confidence Intervals for σ² | ![]() |
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Hypothesis Testing | 1. Hypothesis Testing: Purpose & Elements - Null Hypothesis vs. Althernative Hypothesis - Test Statistics - Rejection Region 2. Type Ⅰ error & Type Ⅱ error | ![]() |
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Large Sample Tests, Testing Procedures and Confidence Intervals | 1. Large Sample Tests: One-tailed Tests vs. Two-tailed Tests 2. The Relationships between Hypothesis Testing Procedures and Confidence Intervals |
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Small Sample Testing and Testing Concerning Variances | 1. A Small-Sample Test for µ. (t-test) 2. Small Sample Tests for Comparing Two Population Means 3. Test of Hypotheses Concerning a Population Variance |
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The Chi-Square Test | 1. Multinomial Distribution 2. Contingency Tables 3. Chi-square Test Statistics | ![]() |
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Analysis of Variance(ANOVA) | 1. Purpose of Analysis of Variance 2. Terminology of ANOVA 3. The ANOVA Procedure | ![]() |
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Analysis of Variance for a One-Way Layout | 1. Analysis of Variance for a One-Way Layout 2. ANOVA Table | ![]() |
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A Statistical Model for the Randomized Block Design and the ANOVA for a Randomized Block Design | 1. Randomized block design 2. Selecting the sample size for the one-way layout or the randomized block design | ![]() |
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simple Linear Regression | 1. Linear Statistical Model: Simple Linear Regression 2. Least Square Method 3. The Properties of Least Square Estimators | ![]() |
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Inferences Concerning the Parameters | 1. Simple Linear Regression: - Hypothesis Testing - Predicting a Particular Value of Y | ![]() |
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Nonparametric Statistics1 | 1. Parametric vs. Nonparametric 2. The Sign Test for a Matched Pairs Experiment 3. The Wilcoxon Signed-Rank Test for a Matched Pairs | ![]() |
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Nonparametric Statistics2 | 1. The Mann-Whitney U Test 2. The Kruskal-Wallis Test for the One-Way Layout | ![]() |
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Diagnosis Test for Final | 1. 기말고사 준비가 잘 되었는지 측정하기 위한 진단강의 2. 문제 유형 파악 3. 부족한 영역 보완 | ![]() |
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