| University | National University of Singapore (NUS) |
| Subject | BSE3703: Econometrics for Business I |
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(a) Does No Serial Correlation Assumption hold? Why?
(b) Does Contemporaneous Exogeneity Assumption hold? Why?
(c) Show how one can solve the problems by including additional lagged dependent variable π¦π‘β2 in the original model
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(a) Does No Serial Correlation Assumption hold? Why?
(b) Does Contemporaneous Exogeneity Assumption hold? Why?
(c) Show how one can solve the problems by including additional lagged dependent variable π¦π‘β2 in the original model.
(a) Calculate the variance of the π¦π‘ process
(b) Calculate Cov(π¦π‘, π¦π‘β1).
(c) Calculate a more general case πΆov(π¦π‘, π¦π‘ββ), where hβ₯1. [Appendix C in Lecture Note 4 provides you an idea of how to do it.]
(d) Based on (b) and (c) answers, find out the autocorrelation function ππβ.
(e) Sketch a plot of the autocorrelation function, where ππβ denotes y-axis and h denotes x-axis. Explain this plot.
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