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00:00
1.
Gauss Markov Theorem (II)
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00:00
2.
Gauss Markov Theorem (III)
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00:00
3.
What do we need to do for statistical inference?
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00:00
4.
Properties of the OLS Estimator
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00:01
5.
Statistical Inference
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00:02
6.
Hypothesis Testing
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00:03
7.
The Presidential Election Example
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00:04
8.
The Outcome of the US Presidential Election 1892-2012
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00:11
9.
The US Presidential Election Again
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00:24
10.
The Presidential Election
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02:04
11.
Presidential Election Estimation
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02:05
12.
Hypothesis Testing: Ex. 3a)
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02:07
13.
Alternative Test for H0: b2 =b3 (b2-b3 =0)
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02:08
14.
Statistical Inference for Linear Restrictions
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05:44
15.
Examples of Linear Restrictions
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07:14
16.
Statistical Inference for Linear Restrictions
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07:24
17.
Examples of Linear Restrictions
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07:28
18.
Statistical Inference for Linear Restrictions
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07:45
19.
Examples of Linear Restrictions
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10:56
20.
Statistical Inference for Linear Restrictions
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10:59
21.
Examples of Linear Restrictions
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16:00
22.
Develop a Test
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17:46
23.
Examples of Linear Restrictions
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18:02
24.
Develop a Test
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21:20
25.
Proof of R β −γ Distribution
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22:59
26.
Develop a Test
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24:08
27.
Proof of R β −γ Distribution
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26:08
28.
Proof of R β −γ Distribution
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30:06
29.
Develop a Test
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37:27
30.
Proof of R β −γ Distribution
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37:29
31.
F-test
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41:59
32.
Proof of F-Test