I'm currently teaching first-level course in statistical inference for (mostly) economics students. They've taken a one-semester course in descriptive (economic) statistics, and now we're dealing with sampling distributions, estimation, hypothesis testing, and simple regression analysis.
When dealing with the sampling distribution of the sample mean, based on simple random sampling, we derived the result that this distribution has a...
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Today just gets better and better!
I had an email this morning from
Christoph Pfeiffer, who follows this blog. Christoph has put together
some nice R code that implements the Toda-Yamamoto method for testing for Granger causality in the context of non-stationary time-series data.
Let’s consider the usual linear regression model, with the full set of assumptions: y = Xβ + ε ; ε ~ N , (1)where X is a non-random (n × k) mat...
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Let’s consider the usual linear regression model, with the full set of assumptions:
y = Xβ + ε ; ε ~ N , (1)
where X is a non-random (n × k) matrix with full column rank.
Recall that, under our usual set of assumptions...
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In this
post on his blog some months ago,
Ethan Fosse drew attention to Anthony Damico's collection of over 90 videos on using the R software environment.
Definitely worth looking at!
© 2012, David E. Giles
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"The book is different from other forecasting textbooks in several ways.