Git/GitHub, Transparency, and Legitimacy in Quantitative Research

A revised version of this article appears in the Fall 2013 edition of the Political Methodologist (blog post, preprint).


The decreasing cost of computing power and the increase in the availability of a variety of public data has made quantitative research much more attractive to quantitative social scientists. I would argue that the increasing availability of public data and the availability of enormous computational power has generally been a good thing for the discipline. It has not been without cost, however. Since researchers now have enormous flexibility in data collection and manipulation, as well as model selection, estimation, and reporting, it is often difficult to evaluate the internal and external validity of published findings. In other disciplines (notably psychology and medicine) there has been a perceived and actual increase in the false-positive rate of published quantitative research (Simmons, Nelson, and Simonsohn, 2011, Ioannidis, 2005). Increases in the actual and/or percieved false-positive rate may have policy implications, as politicians and grant-giving institutions decide how to allocate limited resources.

What is the most effective way to deal with these issues? Many of the most prominent journals in political science now require replication materials. Replication archives are still not ubiquitous, and progress in this area is an important step towards decreasing the actual and perceived false-positive rate. There is also evidence of a disconnect between requirements and practice, at least in economics (Andreoli-Versbach and Mueller-Langer, 2013). There has been a broader push to make research more transparent. For example, a recent issue of Political Analysis focused on the advantages of study pre-registration.

I propose an addition to the idea of a replication archive that lends credibility in a way similar to study registration, makes all data and model related decisions at all points in time reproducible (if the author so chooses), and serves a pedagogical purpose as well. Simply keep your project (data, tranformation code, model code, and the manuscript) in a Git repository, and post said repository publicly. Git is a distributed revision control system which allows the user to track changes to any file that is text based (R and STATA code, LaTeX code, delimited data, etc.), revert to any previous version easily, visualize changes between versions, and a variety of other emminently useful things (creating branches, asynchronous collaboration, etc.). GitHub is a web-service that allows the user to host Git repositories publicly (or privately for a price, though they offer free student accounts for 2 years). There are a number of excellent resources for aquainting yourself with Git and GitHub, in particular Pro Git. GitHub also has graphical applications available for Macs and Windows machines, as well as integration with Eclipse, Vim, Emacs, and most other text editors with an active community. The (justifiably) popular integrated development environment (IDE) for R, R-Studio, also provides integrated support for Git through R-Studio “projects.”

A complete research project hosted on GitHub is reproducible and transparent by default in a more comprehensive manner than a typical journal mandated replication archive. With a typical journal replication archive, the final data and code to run the final set of models is provided. This leaves to the imagination most of the details of the data collection and/or data manipulation that produced the final data set, what model specifications preceded the ones present in the final script, and how the manuscript changed during its journey from idea to publication. With a public Git repository the data, any manipulation code, and the associated models are available at any time that a change was “committed” to a file tracked in said Git repository. Keeping data, data manipulation code, model code, code for visualizations (tables and graphs), along with the manuscript in a Git repository on GitHub (or a similar site such as Bitbucket) thus subsumes and extends the advantages of journal maintained replication archives.

Maintaining your research project on GitHub confers advantages beyond the social desireability of the practice and the the technical benefits of using a revision control system. Making your research publicly accessible in this manner makes it considerably easier to replicate, meaning that, all else equal, more people will build on your work, leading to higher citation counts and impact (Piowar, Day, and Fridsma, 2007). Hosting your work on GitHub, because of its popularity in and outside of academia, also increases the probability of your work being seen by people that aren’t actively involved in academic political science.

Additionally, there are pedagogical advantages to this sort of open research. The process by which research ideas are generated, formalized, empirically evaluated, written up, and then (hopefully) published is often opaque to those who have not participated in it. Published papers often seem to have sprung forth from the head of Zeus, absent previous, more imperfect forms. Much of graduate school revolves around learning how to navigate this idea to publication pathway, and all the pitfalls it entails. Greater knowledge of how it is navigated would undoubtedly help in this process. With Git and GitHub, illuminating this would be low-cost.

If open research of this sort was to become a norm in political science, it is hard to imagine that the field would not advance more quickly. Using Git and Github confers non-trivial technical advantages, has a low startup cost given the array of modern software that interfaces with Git, is desireable from a social perspective and an individual perspective, and provides a helpful pedagogical service as well. Although adoption across the field is unlikely (or at least will be a long time in coming), political methodologists are the ideal group of people to be leaders in pushing for transparent, reproducible research, in political science and in related disciplines.