“This program had absolutely nothing to do with race…but multi-variable equations.”
That’s what Brett Goldstein, a former policeman for the Chicago Police Department (CPD) and current Urban Science Fellow at the University of Chicago’s School for Public Policy, said about a predictive policing algorithm he deployed at the CPD in 2010. His algorithm tells police where to look for criminals based on where people have been arrested previously. It’s a “heat map” of Chicago, and the CPD claims it helps them allocate resources more effectively.
Chicago police also recently collaborated with Miles Wernick, a professor of electrical engineering at Illinois Institute of Technology, to algorithmically generate a “heat list” of 400 individuals it claims have the highest chance of committing a violent crime. In response to criticism, Wernick said the algorithm does not use “any racial, neighborhood, or other such information” and that the approach is “unbiased” and “quantitative.” By deferring decisions to poorly understood algorithms, industry professionals effectively shed accountability for any negative effects of their code.
But do these algorithms discriminate, treating low-income and black neighborhoods and their inhabitants unfairly? It’s the kind of question many researchers are starting to ask as more and more industries use algorithms to make decisions. It’s true that an algorithm itself is quantitative – it boils down to a sequence of arithmetic steps for solving a problem. The danger is that these algorithms, which are trained on data produced by people, may reflect the biases in that data, perpetuating structural racism and negative biases about minority groups.
There are a lot of challenges to figuring out whether an algorithm embodies bias. First and foremost, many practitioners and “computer experts” still don’t publicly admit that algorithms can easily discriminate. More and more evidence supports that not only is this possible, but it’s happening already. The law is unclear on the legality of biased algorithms, and even algorithms researchers don’t precisely understand what it means for an algorithm to discriminate.
Both Goldstein and Wernick claim their algorithms are fair by appealing to two things. First, the algorithms aren’t explicitly fed protected characteristics such as race or neighborhood as an attribute. Second, they say the algorithms aren’t biased because they’re “quantitative.” Their argument is an appeal to abstraction. Math isn’t human, and so the use of math can’t be immoral.
Sadly, Goldstein and Wernick are repeating a common misconception about data mining, and mathematics in general, when it’s applied to social problems. The entire purpose of data mining is to discover hidden correlations. So if race is disproportionately (but not explicitly) represented in the data fed to a data-mining algorithm, the algorithm can infer race and use race indirectly to make an ultimate decision.
Here’s a simple example of the way algorithms can result in a biased outcome based on what it learns from the people who use it. Look at how how Google search suggests finishing a query that starts with the phrase “transgenders are”:
Autocomplete features are generally a tally. Count up all the searches you’ve seen and display the most common completions of a given partial query. While most algorithms might be neutral on the face, they’re designed to find trends in the data they’re fed. Carelessly trusting an algorithm allows dominant trends to cause harmful discrimination or at least have distasteful results.
Beyond biased data, such as Google autocompletes, there are other pitfalls, too. Moritz Hardt, a researcher at Google, describes what he calls the sample size disparity. The idea is as follows. If you want to predict, say, whether an individual will click on an ad, most algorithms optimize to reduce error based on the previous activity of users.
But if a small fraction of users consists of a racial minority that tends to behave in a different way from the majority, the algorithm may decide it’s better to be wrong for all the minority users and lump them in the “error” category in order to be more accurate on the majority. So an algorithm with 85% accuracy on US participants could err on the entire black sub-population and still seem very good.
Hardt continues to say it’s hard to determine why data points are erroneously classified. Algorithms rarely come equipped with an explanation for why they behave the way they do, and the easy (and dangerous) course of action is not to ask questions.
While researchers clearly understand the theoretical dangers of algorithmic discrimination, it’s difficult to cleanly measure the scope of the issue in practice. No company or public institution is willing to publicize its data and algorithms for fear of being labeled racist or sexist, or maybe worse, having a great algorithm stolen by a competitor.
Even when the Chicago Police Department was hit with a Freedom of Information Act request, they did not release their algorithms or heat list, claiming a credible threat to police officers and the people on the list. This makes it difficult for researchers to identify problems and potentially provide solutions.
Existing discrimination law in the United States isn’t helping. At best, it’s unclear on how it applies to algorithms; at worst, it’s a mess. Solon Barocas, a postdoc at Princeton, and Andrew Selbst, a law clerk for the Third Circuit US Court of Appeals, argued together that US hiring law fails to address claims about discriminatory algorithms in hiring.
The crux of the argument is called the “business necessity” defense, in which the employer argues that a practice that has a discriminatory effect is justified by being directly related to job performance. According to Barocas and Selbst, if a company algorithmically decides whom to hire, and that algorithm is blatantly racist but even mildly successful at predicting job performance, this would count as business necessity – and not as illegal discrimination. In other words, the law seems to support using biased algorithms.
By: Jeremy Kun, PhD Student in Mathematics at University of Illinois at Chicago
Originally published at http://theconversation.com