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Likely at least in part because they've been studied far less than mutable/imperative data structures, and thus there are significantly less tools for reasoning about them. Plus the most efficient functional datastctures rely on lazy evaluation, adding a layer of complexity to reasoning about their behavior. In fact, in his 10-years PFDS retrospective Okasaki noted exactly that:

> In 1993, I ran across an interesting paper by Tyng-Ruey Chuang and Benjamin Goldberg, showing how to implement efficient purely functional queues and double-ended queues. Their result was quite nice, but rather complicated, so I started looking for a simpler approach. Eventually, I came up a much simpler approach based on lazy evaluation, leading to my first paper in this area. (When I say simpler here, I mean simpler to implement—the new structure was actually harder to analyze than Chuang and Goldberg's.)

or

> , I went into a frenzy, playing with different variations, and a few hours later I came up with an approach again based on lazy evaluation. I was sure that this approach worked, but I had no idea how to prove it. (Again, this was a case where the implementation was simple, but the analysis was a bear.) [...] The whole way home I thought about nothing but how to analyze my data structure. I knew it had something to do with amortization, but the usual techniques of amortization weren't working.



That's the passage I was thinking of. Compare the implementation and analysis of queues in Purely Functional Data Structures with any introductory data structures book if you don't believe me.




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