Remembering Lotfi Zadeh, the Inventor of Fuzzy Logic
newyorker.com
newyorker.com
Reminds me of the saying that academic politics are so vicious precisely because the stakes are so low.
In contrast, mathematical probability has a link to the real world in terms of long-run averages. The constraint that "the average or relative frequency must work out correctly" yields a calculus for combining probabilities, that we call independence, conditional probability, and Bayes' rule.
In some ways, fuzzy logic is a less powerful solution to a less-well-characterized problem.
Still, I suspect that's because the core idea was ahead of its time. Fuzzy logic attacked problems that already had conventional solutions. You don't actually need fuzzy logic to minimize the time derivatives of position when starting or stopping an elevator, or to run an electric razor, or to do constraint minimization with linear programming, or in any number of other commonly-cited applications. But if you were to pin down a member of the AlphaGo team and ask him or her exactly how the machine beat Lee Sedol, the answer you'll get is going to sound a lot like "fuzzy logic," in the sense that our machines and the algorithms they implement are reaching a point where they're no longer entirely accountable to their human programmers, or understandable by them.
That makes me think that in another 50 years Zadeh's reputation may look somewhat different than it does today.