Overwhelmed by Choice?

Many people complain that nowadays there is too much choice. 20 ways of having your coffee, 50 types of ketchup, ten political parties in countries of less than 10 million...
I agree that in many cases the choice can be overwhelming, but I think that the solution is not to eliminate diversity. The variety (in most cases) is there for a reason: Contextuality. Our society has become so diverse, that people coming from different contexts need different things. In the past, people were more localized, so that they had to learn only the customs of their town or city. Now we need to learn the ways of the world. But since we all learn different aspects of it, we end up with different worldviews. And if there is a variety in the population, there needs to be a variety in the social institutions serving it (Ashby dixit). Vegans DO fly in airplanes...

On the other hand, too much choice overloads our cognitive abilities. Fifty years ago, George Miller published a paper showing that people tended to be able to keep in their minds only seven plus-minus two things at a time. In other words, after more or less seven types of fries, we lose track of what is going on...

But if there is a necessity for the variety, the solution should lie in making the information cognitively accessible, e.g. grouping similar objects in categories to choose from, and afterwards choose within categories... well, that is what everybody does. Imagine if we would browse Amazon.com and there would be no categories! But it seems this is not enough for all cases. Search engines can help in the cyberworld, but what about the supermarket? What about politics? There is no easy answer, but my feeling is that systems could be developed to aid the cognitive decision making... something along the lines of what Marko Rodriguez and Dan Steinbock propose in their paper "Societal-Scale Decision Making Using Social Networks"...

Comments

Pyramis said…
Nice to find your blog, Carlos. I commented on this post over here.
Carlos said…
I agree with you Dan. This is also related to the "dowry problem". From Mathworld:

"A sultan has granted a commoner a chance to marry one of his n daughters. The commoner will be presented with the daughters one at a time and, when each daughter is presented, the commoner will be told the daughter's dowry (which is fixed in advance). Upon being presented with a daughter, the commoner must immediately decide whether to accept or reject her (he is not allowed to return to a previously rejected daughter). However, the sultan will allow the marriage to take place only if the commoner picks the daughter with the overall highest dowry. Then what is the commoner's best strategy, assuming he knows nothing about the distribution of dowries (Mosteller 1987)?"

Mosteller, F. "Choosing the Largest Dowry." Problem 47 in Fifty Challenging Problems in Probability with Solutions. New York: Dover, pp. 73-77, 1987.


But of course in real life all the assumptions of the problem aren't that easy: dowries aren't fixed, we can have an idea of the distribution of dowries (or at least it wouldn't be random), in practice it could be possible to return to a rejected daughter, etc...

So, I agree, when there are too many things to consider, just choose with your gut, because you won't be able to reason correctly about all the "what ifs"...

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