Independent study supplementary lecture - March 9 & 31, 2020
Independent study supplementary lecture - March 9 and March 31, 2020
[three-hour lecture]
March 31 - main focus
1. Introduction to multiple linear regression (video). Note the following in particular:
2. Statistics 101: Multiple Linear Regression, Data Preparation (video).
3. Interpreting Excel regression report (video).
Re: on R squared (video).
Re: On P-value (video).
P-value being 5% in this case.
Another video on probability and likelihood.
Note: for our Excel exercise, the central point is the null hypothesis with b = 0, and the standard deviation is the standard error.
On level of significance (video).
Also see P-value and the significance test (video).
********************
1. On hypothesis testing - the steps [slideshare]/ [video 1], [video 2].
Exhibit 1: a correlation hypothesis statement
E.g.,
The null hypothesis: There is no correlation between the debt/ equity ratio (x variable) and the p/e ratio (y variable) of banks listed on the HK Stock exchange.
2. On multiple regression formula. [a video] {students may also be interested to refresh their memory on linear regression basics}
3. On correlation and regression analysis.
4. On limitations with correlation analysis.
5. On R squared. [a video on its explanation].
6. On independent and dependent variables. Also see the video on dummy variable. Also on independent, dependent and control variables [video].
Exhibit 2
Exhibit 3
7. On Central limit theorem. [a video on its explanation].
8. On the Simpson's paradox.
9. On standard normal distribution. [a video on its explanation].
10. On the z test. Also see the standard error of the mean [video].
11. On the difference between Z-statistics and t-statistics [video].
12. On P value. [video info.]
13. On 1-tailed/ 2-tailed tests.
14. On Excel regression analysis [video].
References
FB page on correlation analysis.
FB group on independent study e-resources.
[three-hour lecture]
March 31 - main focus
1. Introduction to multiple linear regression (video). Note the following in particular:
Examples of independent variables that are likely to be correlated with each other, when used together as x variables: (i) return on equity, (ii) return on total assets and (iii) return on net total assets.
2. Statistics 101: Multiple Linear Regression, Data Preparation (video).
Examining the correlation between independent variables
3. Interpreting Excel regression report (video).
Re: on R squared (video).
Re: On P-value (video).
P-value being 5% in this case.
Another video on probability and likelihood.
Note: for our Excel exercise, the central point is the null hypothesis with b = 0, and the standard deviation is the standard error.
On level of significance (video).
Also see P-value and the significance test (video).
Note: if p-value > alpha (level of significance), e.g. p-value at 10%> level of significance at 5%, do not reject the null hypothesis. If p-value < than the level of significance, reject the null hypothesis and accept the alternative hypothesis.
********************
1. On hypothesis testing - the steps [slideshare]/ [video 1], [video 2].
Exhibit 1: a correlation hypothesis statement
E.g.,
The null hypothesis: There is no correlation between the debt/ equity ratio (x variable) and the p/e ratio (y variable) of banks listed on the HK Stock exchange.
2. On multiple regression formula. [a video] {students may also be interested to refresh their memory on linear regression basics}
3. On correlation and regression analysis.
4. On limitations with correlation analysis.
5. On R squared. [a video on its explanation].
6. On independent and dependent variables. Also see the video on dummy variable. Also on independent, dependent and control variables [video].
Exhibit 2
Exhibit 3
7. On Central limit theorem. [a video on its explanation].
8. On the Simpson's paradox.
9. On standard normal distribution. [a video on its explanation].
10. On the z test. Also see the standard error of the mean [video].
11. On the difference between Z-statistics and t-statistics [video].
12. On P value. [video info.]
13. On 1-tailed/ 2-tailed tests.
14. On Excel regression analysis [video].
References
FB page on correlation analysis.
FB group on independent study e-resources.
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