Isn't there something like hidden in the test framework? Or is Haskell the only static language on CW where you can forbid modules/functions?

Shit.

If you consider the sum it should be zero, if you consider the problem of reducing fractions when there are no fractions... that doesn't make sense so return nil. I considered the problem of reducing fractions, maybe I was wrong.

The sum of the empty collection should be 0 and not nil.

Urgh...
The description is hard to understand, the interesting clojure solutions time out because they're too slow, and the whole task feels more like fighting the rounding to match the test-case implementation than solving the problem.

Thanks ticking. It's interesting to consider the trade offs here.

I think this question is lot easier in Haskell where there's a concrete data structure to work with :p

@soapie yes, while count itself does not hold on to the head, A will.

So A has potentially rather high memory usage, but is fastest for the most widely used collection (vectors), while B is mind numbingly slow on those but has far better memory performance on the most widely used abstraction (seqs).

The thread is relevant, I think I linked it somewhere as well, but I am not shure.

So pick your poison ;)

The more I think about it, the less I like A. last will take linear time on a vector. If someone could verify that A leaks and B doesn't on a lazy list then I'll consider B better. And say not to use it on something that you know is a vector, just like you shouldn't use last.

Edit: found this by searching "clojure last linear time": https://groups.google.com/forum/#!topic/clojure/apkNXk08Xes seems relevant!

I'm not very familiar with Clojure so I could be talking rubbish here but I've thought of one argument in favour of B & C. Ideally we want to get the penultimate element of a lazy sequence using only constant memory. In A I assume counting a lazy sequence requires traversing that sequence but you're still holding onto the head of the sequence so that you can then index into it. Space leak!

So I don't know if there's a nice solution that's both fast on vectors and memory efficient on lazy sequences (without explicitly asking lst "what are you" I guess).

The point is that lst might not be a linked list. The docstring is "Gets the second to last element of an ISeq". I wasn't suggesting converting lst to a vector so I don't understand the point of your AA. All I can do is second what ticking says above.

Edit: wrote this before I saw your second reply.

@ticking,

Could you rerun the benchmarks with (vec (range 1 1000))?

Because then you'll see why O(1) is preferrable to O(n).

Here it is:

(----------------------------------- < AA
| avg    | 0.0263 ms
| min    | 0.0 ms
| max    | 1.0 ms
| stddev | 0.226322208751621 ms
| total  | 267 ms
-----------------------------------
----------------------------------- < A
| avg    | 8.0E-4 ms
| min    | 0.0 ms
| max    | 1.0 ms
| stddev | 0.03998599614851074 ms
| total  | 10 ms
-----------------------------------
----------------------------------- < B
| avg    | 0.026 ms
| min    | 0.0 ms
| max    | 4.0 ms
| stddev | 0.22509701656551076 ms
| total  | 264 ms
-----------------------------------
----------------------------------- < C
| avg    | 0.0155 ms
| min    | 0.0 ms
| max    | 3.0 ms
| stddev | 0.17472479181640344 ms
| total  | 160 ms
-----------------------------------
nil nil nil nil)

You are right!
I missed this. In this case of course A will be much faster...

And now I am confused :)

So here is what we have:

A: fastest for vectors, slowest for linked lists

(AA: same fast for all, but much slower than A for vectors, and still slower than C)

C: not fastest as can be for vectors, but fastest for linked lists.

And now comes the question: What would be the most idiomatic clojure way to implement such penultimate function assuming it will live somewhere in clojure.core?

Could you rerun the benchmarks with (vec (range 1 1000))?
You'll brobably see that A is O(1) while the others are O(n).

Surely, readability factors into "best practices", especially when the difference between (arguably) the most readable solution and the most performant one is an average of around 0.02ms.

Argument for A: I think that your benchmarks would change if the sequence is something that you can index quickly into (like a vector). It also seems like the most natural approach. If someone hands you an unknown data structure that happens to be a sequence and asks for the penultimate member, just index into it and trust that nth will do the right thing for that data structure.

I agree with you that best practice votes would be more useful if each vote was linked to a comment (so when you vote BP, either you make a new comment or upvote an existing one).

I think it would be far more idiomatic to return a keyword instead of string (:even, :odd),
because as you said "There are two types (even or odd).".