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2103, 2018

Rolling regressions, beta, t-statistics, and SE in Stata

March 21st, 2018|Categories: Uncategorized|10 Comments

asreg can easily estimate rolling regressions, betas, t-statistics and SE in Stata. To understand the syntax and basic use of asreg, you can watch this Youtube video. In this post, I show how to use asreg for reporting standard errors, fitted values, and t-statistics in a rolling window. To install asreg, type the following on [...]

1903, 2018

Publication quality regression tables with asdoc in Stata – video example

March 19th, 2018|Categories: asdoc|Tags: , , , , , , |82 Comments

Creating publication-quality tables in Stata with asdoc is as simple as adding asdoc to Stata commands as a prefix. asdoc can create two types of regression tables. The first type (call it detailed) is the detailed table that combines key statistics from the Stata's regression output with some additional statistics such as mean and standard deviation [...]

503, 2018

How to export high-quality table of correlations from Stata to MS Word

March 5th, 2018|Categories: asdoc|Tags: , , , , , |64 Comments

For creating a high-quality publication-ready table of correlations from Stata output, we need to install asdoc program from SSC first. ssc install asdoc, update Once the installation is complete, we shall add the word asdoc to the cor command of Stata. Since we estimate correlations among all numeric variables of a dataset by typing cor in [...]

3101, 2018

asdoc : Sends Stata output to MS Word

January 31st, 2018|Categories: asdoc, Stata Programs|174 Comments

  About asdoc asdoc is a Stata program that makes it super-easy to send output from Stata to MS Word. asdoc creates high quality, publication-ready tables from various Stata commands such as summarize , correlate , tabstat , tabulate (cross-tabs), regress (regressions), ttest , table , and many more. [...]

1012, 2017

Fama and MacBeth (1973) Fastest regression in Stata

December 10th, 2017|Categories: Stata Programs|56 Comments

The Fama-McBeth (1973) regression is a two-step procedure . The first step involves estimation of N cross-sectional regressions and the second step involves T time-series averages of the coefficients of the N-cross-sectional regressions. The standard errors are adjusted for cross-sectional dependence. This is generally an acceptable solution when there is a large number of cross-sectional [...]

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