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About once a month, I come across a Facebook post or online article that expresses a sentiment along the lines of “If you have more than $X million/billion dollars and you’re not giving it away to causes that benefit poor people, you are a bad person”. So I wanted to provide an economic perspective on this view by discussing the distinction between having a lot of money and spending a lot of money.
Let’s start with what “money” is. Given that the dollar bills and electronic money have no inherent value, the best way to think about money today is that it gives you the right to control a certain amount of society’s resources that are made available for sale – final goods, services, land, and so on. The more money you have, the more resources you have the right to control.
But of course, having the right to control resources and having the resources themselves is not the same thing. You don’t get the resources unless you hand over the appropriate amount of money. So the most obvious things a millionaire can decide to do with her money is to finance consumption – buy herself a yacht, an island, and a private jet, and hire herself a personal shopper. But if a millionaire used all her money in this way, she would no longer be a millionaire. Thus, the next question is, what happens to money and the corresponding resources if the millionaire doesn’t use her money for consumption?
The answer depends a bit on where the money is. If I earn a billion dollars and put it under my mattress as cash, no one else has access to the money, and it just sits there (and I have a very tall bed to sleep on). Fewer dollars are now circulating in the economy and because dollars themselves are not worth anything, eventually the price of controlling resources (i.e., of goods and services) will fall just a tiny bit. Quite a boring outcome.
But millionaires and billionaires typically don’t put their money under a mattress. More likely, the money is with financial services firms (including banks) that either keep the money safe or manage the money to try to earn the rich person a return on investment. What happens then? Well, the firm will keep a bit on hand to meet demands for deposits/redemptions and loan out/invest the rest. The individuals and firms who receive that money then decide what to do with it. Generally, financial firms try not to invest in someone else’s consumption, so the money recipients will probably use that money to control resources in a way that could lead to profits down the road. Maybe they start an online retailer, invest in developing a new drug, open a new restaurant, or simply expand their existing operations.
The idea is similar if the billionaire is the one investing in a firm directly – the resources that money can buy will be used by the recipients of the money for various purposes. Finally, if the financial services firm or the millionaire herself buys an existing financial asset from another individual or firm, we’re back to the initial situation where someone just got a bunch of money and has to decide what to do with it.
Why did I make you read through this boring discourse on where money can go? To point out that there is only one case where the rich person is definitely using up resources that otherwise could have benefitted someone less fortunate than him – when he uses his money to finance his own consumption. In the other cases, it’s less clear that the billionaire’s decisions are hurting disadvantaged people, because it depends on how the economy’s resources end up being used. Thus, you want to make the argument that merely having a lot of money and holding onto it is immoral, you also have to believe that the vast majority of investments that are being made today do not benefit poor people. Finally, it’s worth mentioning that rich people have much higher savings rates than the average person, which helps finance aggregate investment in the economy. And, at the very least, we need investment to offset depreciation of the economy’s productive factors. At best, investment helps us create new technology that improves lives.
To anticipate some criticism, I am not trying to argue that inequality is not a problem and that we as a society shouldn’t do anything about it. I only want to point out that a blanket shaming of rich people misses an important facet of what their money could be doing for the economy.
Moral of this post: if you want to criticize rich people for being immoral, you should criticize their consumption, not the mere fact that they have a lot of money.
To stick with the stereotype of economists being dismal, I’d like to keep discussing ways in which experimental evidence can be misleading. Again, use these powers for good, not to criticize findings of studies you don’t like.
Yet another potential pitfall of experimental studies (related to the issue of generalizability) is did the treatment “dose” correspond to real-world doses you’re drawing a conclusion about? For example, if you randomly fed some mice 10 times their body weight in tannins and observed that they lived longer, you shouldn’t use those results to conclude that consuming red wine will extend human lifespan. And it’s not just because wine also has alcohol in it. It’s because the relationship between an input and an output (in this case, tannins and longevity) can be highly non-linear and non-monotonic. For example, humans will die if deprived of oxygen. But they will also die if given 100% oxygen to breathe. Similarly, you need iron to survive. But you can also overdose on iron. Thus, it’s important that an experiment uses a reasonable treatment “dose” and does not extrapolate to higher or lower doses. This can apply to program evaluations as well: if you randomly put some kids into an intensive tutoring program, you cannot use the results to say something about a once-a-month tutoring program and vice versa.
Another issue that applies to all research but can be particularly acute for experimental studies is spurious results. Some experiments are run with relatively few subjects, be they humans or mice. Within the experiment, this shouldn’t cause a problem if you’re only looking at one outcome because any test statistics you create will reflect the sample size. But because small-scale experiments are fairly easy to run, they can create spurious results on aggregate. Imagine that a researcher runs ten or twenty such experiments each year. Purely by statistical chance, some of them may show a non-zero treatment effect even if the real effect is always zero. The more experiments are run, the higher the chances of that happening. This applies not just to one researcher running multiple experiments, but to multiple researchers each running one experiment. Note that the researchers themselves also cannot know whether the findings are spurious or not, especially if we’re talking about multiple researchers each running one experiment. The possibility of spurious findings also applies to non-experimental studies. The good news is that spurious findings are very unlikely to be replicable even once, much less two or three times. Thus, it might be wise to be skeptical of findings (experimental or otherwise) that have not been replicated by other researchers, especially if such findings contradict several prior studies.
That concludes the issues that are more or less experiment-specific. In the next blog post in this series, I’ll discuss common statistical pitfalls that can affect experimental, quasi-experimental, and observational studies alike.
I recently had two conversations with third-year PhD students about how to do research. Both of them started with the students asking me if I thought it was a good idea to find a dataset first and then think of a research question. My answer was a resounding “no”. Given the difficulties graduate students have in figuring out how to go about research, I thought I would share my suggestions in a blog post. These are based on wisdom my advisers passed onto me and my experience in grad school in general, and I claim no credit for inventing any of them.
It’s tempting to find a cool dataset and then think of a question you can answer with it because one of the most disappointing experiences of research is coming up with a great research design and not being able to find the data. But it doesn’t work. Empirically, I have only heard of one professor even trying this approach – he was collecting lots of industry data but didn’t have a question in mind yet. There may be individuals who are experienced and talented enough to take this approach – he was a tenured professor at Harvard – but most of us mere mortals shouldn’t expect to be successful in this way and all professors I’ve ever spoken to about this actively discourage this method. Also, my conversation with this professor took place about ten years ago, and there’s still no working paper based on the data he was collecting, so maybe it didn’t work well for him either.
Besides being empirically unpopular among successful professors, why doesn’t the data-driven approach work? I think it’s just too constraining. There are thousands if not hundreds of thousands datasets out there and limiting yourself to one significantly reduces your choice of research questions. So it’s kind of like trying to win the lottery – it’s possible that you will pick a dataset that will lead to an interesting research question, but it’s not likely. Moreover, many datasets are collected or put together for particular purposes, so you may find it difficult to divert your mind from the most obvious uses of the data, which have probably already been done.
So what should you do instead? Start with a big-picture research question. You can do this by thinking about what got you interested in economics in the first place (or whatever it is you’re studying), by reading the news, by thinking about modern social problems and concerns, or by reading academic overview articles, such as those in the Journal of Economic Literature or Journal of Economic Perspectives. I do not recommend looking for research questions in non-review academic articles (see post here). Make sure your question is big enough by answering “Why is this question important?”.
Once you have a big-picture question, think about a few smaller related research questions that you can try to tackle, i.e., ones that could actually become academic articles. Make sure that you can also answer “Why is this question important?” for each of them. Then write down the ideal “experiment” or quasi-experiment that would be needed to answer each question. Be creative and don’t think about what is feasible at this stage.
Next comes the grueling part – actually looking for settings that come as close to your ideal setting as possible. Brainstorm what could be out there. Consider whether you could run a lab or field experiment. Ask your classmates if they’ve heard of anything. This stage takes time and effort, and this is where a lot of projects stall. I’ve been interested in estimating the effect of economic uncertainty on investment for years (along with hundreds of other economists, I’m sure), but alas I have not come across any good quasi-experiments (one can of course do structural estimation, a stylized laboratory/field experiment, or theory, but these are not the roads I’ve chosen). But if I ever come across the right dataset, I have a great question already!
Finally, once you’ve identified the setting, look for data. Again, brainstorm what could be out there. Then Google around, ask your advisors and peers, contact government officials and private companies until you’re told to go away or given the data. Consider whether you can collect your own data. Yes, projects will fail at this stage too, and it will be very sad. You’ve spent all this time thinking of a question and the setting, you found the perfect natural experiment, but the data just aren’t there or the organization that has it won’t give it to you. Give yourself a big hug and move on. All that effort was not wasted – you’ve thought critically about research questions, you’ve refreshed yourself on methodology, you’ve learned a bit more about the world and what data are/are not out there. And you have a well-developed research question in case data become available in the future or you decide to collect your own.
If your project makes it past this stage, now is the time to check whether it has been done already by doing a thorough literature search. Again, students can get very disappointed to come all this way and find out that the paper they’re thinking of writing has already been written. But I view it as a positive sign in student development, especially if the existing paper published well. It means that you’re thinking like a good researcher and it’s a good sign that you’ll be able to come up with an original question in the not-too-distant future.
To summarize, here’s a template you can fill out for each research question:
Big picture question:
Specific research question:
Why are these questions important?
Ideal setting for answering research question:
Possible actual settings for answering research question:
Possible datasets for answering research question:
This process isn’t easy. You should expect the vast majority of research questions to “die” along the way (or, if you don’t like the idea of permanently giving up, put the ones that stall “on the back burner”). But I think this is still the best way to get started. The good news is that it gets easier. As you get more experienced and more familiar with your field, questions will pop up more naturally and knowing whether they are answerable will be easier. You will think of new related questions while working on an existing paper. They might even involve data you’ve already used. But it takes time and effort to get there. Keep up the good work!
Now that I’ve written about why randomized controlled experiments are so great, it’s time to talk about some of the common ways in which they can go wrong. But first I’d like to make an important caveat: finding potential flaws with any research, even randomized controlled experiments, is actually pretty easy. I haven’t come across any study that couldn’t be criticized on one or more grounds. So with the power to criticize also comes great responsibility: don’t use it to dismiss results you don’t like. Don’t selectively apply these criticisms to some studies and accept the findings of others that could be subject to similar criticisms. Use the knowledge wisely.
The main concern with randomized controlled experiments is the question of “external validity”. Sure, you’ve shown that something works in the laboratory or in a carefully controlled setting, but does it work in the real world? If people in the laboratory are different from those who will be subject to the treatment in the real world or if people (including those administering the treatment) behave differently in the experiment.
For example, maybe you run a clinical trial for a drug and only recruit men to participate in the trial. Will the drug work as well on women? Will there be different side effects for them? For a long time, clinical trials frequently omitted or under-enrolled women, although that is now changing. Or maybe you enroll obese individuals in a weight-loss trial but only includes ones without other health problems like diabetes. But once the drug goes to market, it may be prescribed to all types of obese individuals, and potentially have different effects than what you observed in the laboratory. Or maybe the nurses working on your trial are really good at getting patients to take the drug on time, but in the real world people forget to take it and you observe much lower effectiveness.
External validity is a potential problem with all experiments, not just clinical trials and not just stylized laboratory experiments. As long as people know they are part of an experiment, they may change how they act (maybe to make the experimenter happy, maybe to hide socially unacceptable views or behaviors, or maybe because they don’t take the experimental treatment as seriously as they do things in the real world). This is known as the Hawthorne effect, and it’s essentially impossible to rule out unless your subjects do not know that they are being studied.
Finally, external validity can also be a concern if you’re trying to say something about high-stakes decisions by running a low-stakes experiment. For example, you’re open to this criticism if you want to say something about how people save for retirement and you either run a hypothetical choice experiment or an experiment with low stakes (because who can afford to run an experiment where tens of thousands of dollars are at stake?). In some cases, the low-stakes findings survive in a high-stakes environment, but in others they don’t.
The bottom lines is that the most convincing experimental conclusions are those that are based on a representative population that faces stakes similar to what they would be in the real world, and where the experiment closely resembles real-world conditions (including individuals being unaware that they are part of an experiment).
(click here for part 1)
I was going to write more about quasi-experimental methods, but then I realized why these are usually discussed last in econometrics/empirical methods books. In order to see why quasi-experimental methods are useful, it’s first helpful to understand why experiments are good and where non-experimental methods can falter. Of course, experiments have drawbacks too and non-experimental non-quasi-experimental methods can produce valid results under some conditions. But we’ll talk about all that later.
When properly designed and executed, an experiment will easily allow you to estimate the causal effect of a randomly assigned condition (“treatment”), X, on any outcome Y: effect of a job training program on employment, effect of teacher training on student outcomes, effect of a drug on mortality, effect of dog ownership on health, etc. At a very basic level, a valid experiment only requires two things: (1) a control group (let’s say one composed of people) that is not exposed to the treatment X and (2) random assignment to treatment. This kind of setup is called a “randomized controlled experiment”. In this case, you can just compare the differences in Y’s in the two groups to arrive at the causal effect of X (divide by differences in X between the two groups if X is continuous).
Why do you need a control group? Because things change over time. Over longer time scales, people age, get sick, get better, gain/lose weight, get/lose jobs, learn/forget things, move, and generally act in ways that could affect Y even without X. Over shorter time scales, people might be affected by the time of day, by the temperature, by changes in their mood, by the building into which you bring them, or even by the fact that they are taking part in an experiment. If you don’t have a control group, it’s essentially impossible to tease out the effect of X on Y from the influence of other forces on Y. Most researchers know this and use a control group to ensure that the estimated effect of X on Y is not confounded by anything else happening to the treated group.
One exception I found (there surely are others) is this study, which recruited 4-10 month old infants and mothers for a sleep lab study of “crying it out” (a method by which some parents teach babies to fall asleep on their own by letting them cry and learn to self-soothe). All mothers were instructed to let the babies “cry it out” when falling asleep, so no control group was used. Even after the babies stopped crying on the third day, their cortisol levels were elevated, suggesting that they were stressed out. As this Slate article points out, it is impossible to know whether the babies were stressed out by exposure to “cry it out” (as the research article claims) or by the fact that they were in a foreign environment – the sleep lab. The absence of a control group that faced the same conditions without being exposed to “crying it out” thus fundamentally limits this study’s ability to say anything definitive about how crying it out affects stress levels.
Now you might say, “Sure, for some things, a control group that’s part of the experiment is important. But for outcomes like mortality or income, why can’t we just compare outcomes of people who enrolled in the experiment to outcomes similar people who are not part of the experiment? That seems easier and cheaper.” The problem with this approach is that it’s hard to be sure you’re comparing treated “oranges” to untreated “oranges” as opposed to treated “oranges” to untreated “apples”. Even if you collect information on hundreds of individual characteristics, it’s hard to be sure that there aren’t other characteristics that differ between your experimental treatment group and your real-world control group. And those unobserved differences might themselves influence outcomes. For example, maybe the group that signed up for your job training experiment is more (less) motivated and would have gotten jobs at higher (lower) rates than the real-world control group even if they didn’t take part in your experiment. Or maybe the experimental group is healthier (sicker) in ways that you aren’t capturing and they would have lived longer (died sooner) than the real-world control group. For these reasons, you should always be suspicious of “experiments” where the control group is non-existent or isn’t drawn from the group that signed up for the study.
Finally, why can’t you let people decide themselves whether to be in the control group or not? For the same reason that your control group needs to consist of people who signed up for your experiment – if you don’t assign people to the treatment group randomly you can’t be sure that the two groups – treatment and control – are alike in every single way that affects Y except for X. It could be that people who sign up for the treatment are more desperate for whatever reason, and desperate people may behave differently in all sorts of ways that then affect all sort of outcome. Or it could be that they are more adventurous, which again could affect them in all sorts of ways. Or they eat more broccoli/cheese/ice cream and you didn’t think to ask about that. If there are any such differences that you don’t observe and control for adequately, you can never be sure that differences in Y between the two groups are solely due to the treatment X.
But what if you’re ABSOLUTELY SURE that there’s nothing different between your treatment and non-randomly selected control group that could affect Y other than X and other things you’ve controlled for? The thing is, you can never be sure, otherwise you probably wouldn’t be running an experiment. To be absolutely sure would imply that you know everything about how Y is determined except for the effect of X on Y. And there’s just no way that we know that much about anything that we’d want to study (at least as far as social science and medicine are concerned). But if you have a good counter-example, email me!
That was a long one! Next time, we’ll talk about how even randomized controlled experiments can go wrong.
You just read a fascinating article suggesting that drinking a glass of red wine is equivalent to spending an hour at the gym, that morning people are better positioned for success, or that gun control reduces policy shootings. Let’s pretend that instead of immediately posting the article on your favorite social media website (which I’ll admit I’m sometimes guilty of myself), you instead wonder if the scientific methods behind the study are sound and if you can draw conclusions about cause and effect. How do you figure that out?
Unsurprisingly, it can be really hard. Alex Edmans, a Professor of Finance, has a recent excellent blog post about separating causation and correlation. After seeing lots of (often subtly) flawed research shared on social media, I’ve also been planning to write a guide to separating solid findings from not-so-convincing ones. It was going to be a cool flowchart that you can make your way through, with explanations along the way about why each step matters. But after having it on my “fun” to do list for months, I realized that the only way this flowchart will ever see the light of day is if I write it as a series of blog posts and then summarize things in a flowchart. This is part one.
The first question to ask when evaluating a study is whether it is based on an experiment (where researchers manipulated something, either in a laboratory or in the “field”) or is observational (where researchers collected some data). Experiments may be more reliable if done correctly, but they are not panaceas: there are many ways experiments can go wrong and a big issue is whether experimental findings translate to the real world. But we do evaluate experiments slightly differently from observational studies, so this is the first fork in our imaginary flowchart.
Let’s start with observational studies (this will repeat Alex’s post a bit, but I think it’s useful repetition). The first question to ask yourself is whether the researchers used any “quasi-experimental” variation to come to their conclusion. In general, studies that do are more credible than studies that do not. For example, sometimes researchers get lucky and stumble on a seemingly arbitrary rule that separates subjects (firms, individuals, regions) into two or more different groups. Certain scholarships are given to individuals who meet a specific cutoff on a standardized test score. Because it’s very difficult to control your score down to the point, people right below and right above the cutoff should be very similar in ability, except that the ones right below the cutoff did not get a scholarship and those above the cutoff did. Voila – you can study the effect of getting a scholarship on, for example, college completion, without worrying whether people without scholarships are fundamentally different from people with scholarships!
In order for this approach – called a “regression discontinuity” – to work well, (a) it must be impossible, or at least very difficult, for entities to manipulate whether they’re right below or above the cutoff and (b) researchers must not stray so far from the cutoff that the similarity of subjects below and above the cutoff starts becoming questionable. Ultimately, whether these two conditions hold depends on the context and how narrow of a range around the cutoff researchers select. For example, it’s hard to control whether your SAT score is 1480 or 1490, but scoring 1300 versus 1400 is unlikely to be mostly due to chance. In other contexts, small manipulations are easy to do – for example, many firms have enough flexibility in accounting to turn slightly negative earnings into slightly positive earnings, making a regression discontinuity approach not-so-credible in this setting.
In the next post in this series (which may or may not be the next post chronologically), we’ll talk about other kinds of quasi-experimental variation. Bonus points to people who email me an article about a study they want scrutinized!
In my talks with graduate students, I realized that many of them look for research ideas in the conclusion of a paper, where author(s) will frequently say that something is "a fruitful avenue for future research." I always tell the students that this is a terrible idea, and I thought I'd share why that is.
When I write that something is "a fruitful avenue for future research", it generally means one of three things. The first is that it actually IS a great idea, and I'm already working on it. So you'd probably be behind. The second is that the direction for future research is a great idea, but I have no clue how to do it correctly. Of course, a clever graduate student or other researcher could come up with a novel research strategy, but unless you're reading terrible papers, chances are that the paper's author already thought hard about how to do it and gave up. The third possibility is that the "area for future research" is very doable and straightforward but not very interesting (e.g., replicating the findings in a different sample). And unless you're just looking for an additional paper to pad your resume, you shouldn't do this either.
In short, don't look for great research ideas in statements like these. There's no such thing as a free lunch.
I loved PhD Comics as a grad student. Frankly, I still find them quite relatable as an Assistant Professor (and in a few years, I can let you know if they’re relatable from a tenured professor’s standpoint!). So I was really intrigued when I heard that the author of PhD Comics, Jorge Cham, co-wrote a book (with Daniel Whiteson) called “We Have No Idea”. It’s not about being a grad student (though the title could probably be reused for a book about that as well); it’s “A Guide to the Unknown Universe”. As the title suggests, it’s about some of the current limits of our knowledge.
If you like popular science books, physics, and astronomy, I definitely recommend this book. Most popular science books talk about what we know, and if you end up with a nagging “but” or a question, it’s hard to tell whether it’s because details were left out, because you misunderstood the explanation, or because you stumbled on an question scientists haven’t figured out yet. This book is different because it explicitly discusses big-picture stuff science hasn’t figured out yet (and suggests some possibilities for what the answers could be). It’s written in the easy-to-read and humorous style of Jorge Cham but co-written with an experimental high-energy physicist, so you can be pretty sure the book is both entertaining and correct.
The book covers dark matter, dark energy, elementary particles, and time, among other things. Even if you’ve read books on these subjects before, reading a book that synthesizes our lack of knowledge in these areas is both enlightening and exciting.
“Often wrong, always certain”, goes a saying I once heard about economists. Frankly, I hate admitting when I’m wrong or when I don’t know something (don’t try to use that against me in an argument, I’ll totally deny that it applies in that case). I force myself to do it, and I think I succeed most of the time, but it is very unpleasant.
I think the same thing applies to other people. We would rather take an “educated guess” than to say “I don’t know” and we would rather defend our original point in an argument even though halfway through we may have started wondering (very very deep down) if we’re wrong.
A few days ago, I realized that I actually have great data to test this hypothesis. In a survey experiment pilot my colleague Olga Shurchkov and I ran recently, we asked people two multiple choice questions: (1) what is the current concentration of CO2 in the atmosphere? and (2) what is the “albedo effect”? We included “I don’t know” as an answer option and used the number of correct answers as a gauge for objective knowledge about climate science (there was another question asking people to name greenhouse gases, but that one is more complicated because there are multiple correct answers).
Our sample was not necessarily representative of the US (Amazon MTurk workers), but there is definitely a wide range of various demographic and economic characteristics in our data. We never looked at what fraction of people answered “I don’t know”, but my prior was that it was low. I got really excited to have some data to test my hypothesis. I was even going to run an informal survey on Facebook, making up a fake city and asking people which continent it was located on to see how many of my friends would admit that they didn’t know.
But I decided to look at the survey data first, and frankly I was shocked. 224 out of 361 respondents (62%) admitted they didn’t know the CO2 concentration in the atmosphere (22% chose the right answer and the rest chose a wrong answer, if you’re wondering). 200 (55%) admitted that they didn’t know what the albedo effect was (20% got it right). Apparently the majority of people have no problem admitting when they don’t know something (at least on a survey). Even though my original hypothesis didn't pan out, I thought the results might be interesting to some of my blog readers.
And there you go: I was wrong.
Obviously, it’s been a while since I’ve blogged. As it turns out, I’m up for tenure review in two years, and with the publication lag being what it is (especially considering my historical rejection probabilities), I’ve been focusing on getting my working papers published. The good news is that it worked – three papers got accepted this year, and two more are under review. I finally get to work on analyzing new-ish data and putting together first drafts, which is my favorite part of the process.
I’ve also been working on Academic Sequitur (slowly but surely). We’re all set up to track new articles in 88 journals and working paper series, which is very exciting. (The website is still being built, but if you want to be notified when it’s ready for prime-time, sign up here). In the meantime, I’ve decided to post some fun facts about our current database. Keep in mind that this database isn’t representative of all research in economics/finance because we have more years of information for some journals. But for blogging purposes, it’s close enough!
First fun fact: the average econ/finance paper has 2.08 authors. About 29 percent of the papers have one author, 42 percent have two, 22 percent have three, and 5 percent have four. That covers 98.7 percent of papers. Then we get into crazy territory with papers that have 5, 10, or even 17 authors! And the record for the largest number of authors goes to…“Everything You Always Wanted to Know about Inventors (But Never Asked): Evidence from the PatVal-EU Survey” (a CEPR Discussion Paper from 2006). Let’s see if another paper comes along in the future to break that record.
Now let’s talk about the content of the articles themselves. If we don’t count word variations as unique words (“rate” and “rated”, “tax” and “taxes”, etc.), only count words that are used 3 times or more (even the internet has spelling errors!), and ignore very common English words like “the”, “I”, and “we”, the abstracts contain over 15,000 unique words. Out of these, what do you think is the most common word that economists use in their abstracts? It is…drum roll…“model”. How stereotypical, right? That is followed by (in order): “effect”, “paper”, “market”, “result”, “increase”, “country”, “policy”, “firm”, and “data”. Interestingly, “increase” is used almost 6 times more than “decrease” (which ranks 195th on the list). So maybe economics are not so dismal after all? Unless all these articles are about tax increases.
At this point, it would be pretty straightforward for us to release a product that lets you pick which journals, authors, and/or user-specified keywords you want to be notified about. But we’re going further and developing an algorithm that classifies articles into both broad subject areas (e.g., “Development economics”) and narrower topics (e.g., “credit constraints”). Text analysis is a difficult problem, especially when you’re dealing with text that’s not written in everyday English language (because there are fewer existing tools available to process the words). But we have a plan, and we’re confident that it will succeed! Shameless self-promotion over. Stay tuned.
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