# This file is a part of Julia. License is MIT: https://julialang.org/license using Base.Iterators # zip and filter iterators # issue #4718 @test collect(Iterators.filter(x->x[1], zip([true, false, true, false],"abcd"))) == [(true,'a'),(true,'c')] let z = zip(1:2) @test collect(z) == [(1,), (2,)] # Issue #13979 @test eltype(z) == Tuple{Int} end let z = zip(1:2, 3:4) @test collect(z) == [(1,3), (2,4)] @test eltype(z) == Tuple{Int,Int} end let z = zip(1:2, 3:4, 5:6) @test collect(z) == [(1,3,5), (2,4,6)] @test eltype(z) == Tuple{Int,Int,Int} end @test eltype(Iterators.filter(isodd, 1:5)) == Int # typed `collect` @test collect(Float64, Iterators.filter(isodd, [1,2,3,4]))[1] === 1.0 # check direct EachLine constructor let b = IOBuffer("foo\n") @test collect(EachLine(b)) == ["foo"] seek(b, 0) @test collect(EachLine(b, chomp=false)) == ["foo\n"] seek(b, 0) @test collect(EachLine(b, ondone=()->0)) == ["foo"] seek(b, 0) @test collect(EachLine(b, chomp=false, ondone=()->0)) == ["foo\n"] end # enumerate (issue #6284) let b = IOBuffer("1\n2\n3\n"), a = [] for (i,x) in enumerate(eachline(b)) push!(a, (i,x)) end @test a == [(1,"1"),(2,"2"),(3,"3")] end # zip eachline (issue #7369) let zeb = IOBuffer("1\n2\n3\n4\n5\n"), letters = ['a', 'b', 'c', 'd', 'e'], res = [] for (number, letter) in zip(eachline(zeb), letters) push!(res, (parse(Int,strip(number)), letter)) end @test res == [(1, 'a'), (2, 'b'), (3, 'c'), (4, 'd'), (5, 'e')] end @test length(zip(cycle(1:3), 1:7)) == 7 @test length(zip(cycle(1:3), 1:7, cycle(1:3))) == 7 @test length(zip(1:3,product(1:7,cycle(1:3)))) == 3 @test length(zip(1:3,product(1:7,cycle(1:3)),8)) == 1 # rest # ---- let s = "hello" _, st = next(s, start(s)) @test collect(rest(s, st)) == ['e','l','l','o'] end @test_throws MethodError collect(rest(countfrom(1), 5)) # countfrom # --------- let i = 0 for j = countfrom(0, 2) @test j == i*2 i += 1 i <= 10 || break end end # take # ---- let t = take(0:2:8, 10), i = 0 @test length(collect(t)) == 5 for j = t @test j == i*2 i += 1 end @test i == 5 end let i = 0 for j = take(0:2:100, 10) @test j == i*2 i += 1 end @test i == 10 end @test length(take(1:3,typemax(Int))) == 3 @test length(take(countfrom(1),3)) == 3 @test length(take(1:6,3)) == 3 # drop # ---- let i = 0 for j = drop(0:2:10, 2) @test j == (i+2)*2 i += 1 end @test i == 4 end @test length(drop(1:3,typemax(Int))) == 0 @test Base.IteratorSize(drop(countfrom(1),3)) == Base.IsInfinite() @test_throws MethodError length(drop(countfrom(1), 3)) # double take # and take/drop canonicalization # ----------- for xs in Any["abc", [1, 2, 3]] @test take(take(xs, 2), 3) === take(xs, 2) @test take(take(xs, 4), 2) === take(xs, 2) @test drop(drop(xs, 1), 1) === drop(xs, 2) @test take(drop(xs, 1), 1) === drop(take(xs, 2), 1) @test take(drop(xs, 3), 0) === drop(take(xs, 2), 3) @test isempty(drop(drop(xs, 2), 2)) @test drop(take(drop(xs, 1), 2), 1) === take(drop(xs, 2), 1) @test take(drop(take(xs, 3), 1), 1) === take(drop(xs, 1), 1) end # cycle # ----- let i = 0 for j = cycle(0:3) @test j == i % 4 i += 1 i <= 10 || break end end # repeated # -------- let i = 0 for j = repeated(1, 10) @test j == 1 i += 1 end @test i == 10 end let i = 0 for j = repeated(1) @test j == 1 i += 1 i <= 10 || break end end @test eltype(repeated(0)) == Int @test eltype(repeated(0, 5)) == Int @test Base.IteratorSize(repeated(0)) == Base.IsInfinite() @test Base.IteratorSize(repeated(0, 5)) == Base.HasLength() @test Base.IteratorEltype(repeated(0)) == Base.HasEltype() @test Base.IteratorEltype(repeated(0, 5)) == Base.HasEltype() @test Base.IteratorSize(zip(repeated(0), repeated(0))) == Base.IsInfinite() # product # ------- # empty? for itr in [product(1:0), product(1:2, 1:0), product(1:0, 1:2), product(1:0, 1:1, 1:2), product(1:1, 1:0, 1:2), product(1:1, 1:2 ,1:0)] @test isempty(itr) @test isempty(collect(itr)) end # collect a product - first iterators runs faster @test collect(product(1:2)) == [(i,) for i=1:2] @test collect(product(1:2, 3:4)) == [(i, j) for i=1:2, j=3:4] @test collect(product(1:2, 3:4, 5:6)) == [(i, j, k) for i=1:2, j=3:4, k=5:6] # iteration order let expected = [(1,3,5), (2,3,5), (1,4,5), (2,4,5), (1,3,6), (2,3,6), (1,4,6), (2,4,6)] actual = product(1:2, 3:4, 5:6) for (exp, act) in zip(expected, actual) @test exp == act end end # collect multidimensional array let (a, b) = (1:3, [4 6; 5 7]) p = product(a, b) @test size(p) == (3, 2, 2) @test length(p) == 12 @test ndims(p) == 3 @test eltype(p) == NTuple{2, Int} cp = collect(p) for i = 1:3 @test cp[i, :, :] == [(i, 4) (i, 6); (i, 5) (i, 7)] end end # with 1D inputs let a = 1:2, b = 1.0:10.0, c = Int32(1):Int32(0) # length @test length(product(a)) == 2 @test length(product(a, b)) == 20 @test length(product(a, b, c)) == 0 # size @test size(product(a)) == (2,) @test size(product(a, b)) == (2, 10) @test size(product(a, b, c)) == (2, 10, 0) # eltype @test eltype(product(a)) == Tuple{Int} @test eltype(product(a, b)) == Tuple{Int, Float64} @test eltype(product(a, b, c)) == Tuple{Int, Float64, Int32} # ndims @test ndims(product(a)) == 1 @test ndims(product(a, b)) == 2 @test ndims(product(a, b, c)) == 3 end # with multidimensional inputs let a = randn(4, 4), b = randn(3, 3, 3), c = randn(2, 2, 2, 2) args = Any[(a,), (a, a), (a, b), (a, a, a), (a, b, c)] sizes = Any[(4, 4), (4, 4, 4, 4), (4, 4, 3, 3, 3), (4, 4, 4, 4, 4, 4), (4, 4, 3, 3, 3, 2, 2, 2, 2)] for (method, fun) in zip([size, ndims, length], [x->x, length, prod]) for i in 1:length(args) @test method(product(args[i]...)) == method(collect(product(args[i]...))) == fun(sizes[i]) end end end # more tests on product with iterators of various type let iters = (1:2, rand(2, 2, 2), take(1:4, 2), product(1:2, 1:3), product(rand(2, 2), rand(1, 1, 1)) ) for method in [size, length, ndims, eltype] for i = 1:length(iters) args = iters[i] @test method(product(args...)) == method(collect(product(args...))) for j = 1:length(iters) args = iters[i], iters[j] @test method(product(args...)) == method(collect(product(args...))) for k = 1:length(iters) args = iters[i], iters[j], iters[k] @test method(product(args...)) == method(collect(product(args...))) end end end end end # product of finite length and infinite length iterators let a = 1:2, b = countfrom(1), ab = product(a, b), ba = product(b, a), abexp = [(1, 1), (2, 1), (1, 2), (2, 2), (1, 3), (2, 3)], baexp = [(1, 1), (2, 1), (3, 1), (4, 1), (5, 1), (6, 1)] for (expected, actual) in zip([abexp, baexp], [ab, ba]) for (i, el) in enumerate(actual) @test el == expected[i] i == length(expected) && break end @test_throws ArgumentError length(actual) @test_throws ArgumentError size(actual) @test_throws ArgumentError ndims(actual) end # size infinite or unknown raises an error for itr in Any[countfrom(1), Iterators.filter(i->0, 1:10)] @test_throws ArgumentError length(product(itr)) @test_throws ArgumentError size(product(itr)) @test_throws ArgumentError ndims(product(itr)) end end # IteratorSize trait business let f1 = Iterators.filter(i->i>0, 1:10) @test Base.IteratorSize(product(f1)) == Base.SizeUnknown() @test Base.IteratorSize(product(1:2, f1)) == Base.SizeUnknown() @test Base.IteratorSize(product(f1, 1:2)) == Base.SizeUnknown() @test Base.IteratorSize(product(f1, f1)) == Base.SizeUnknown() @test Base.IteratorSize(product(f1, countfrom(1))) == Base.IsInfinite() @test Base.IteratorSize(product(countfrom(1), f1)) == Base.IsInfinite() end @test Base.IteratorSize(product(1:2, countfrom(1))) == Base.IsInfinite() @test Base.IteratorSize(product(countfrom(2), countfrom(1))) == Base.IsInfinite() @test Base.IteratorSize(product(countfrom(1), 1:2)) == Base.IsInfinite() @test Base.IteratorSize(product(1:2)) == Base.HasShape() @test Base.IteratorSize(product(1:2, 1:2)) == Base.HasShape() @test Base.IteratorSize(product(take(1:2, 1), take(1:2, 1))) == Base.HasShape() @test Base.IteratorSize(product(take(1:2, 2))) == Base.HasShape() @test Base.IteratorSize(product([1 2; 3 4])) == Base.HasShape() # IteratorEltype trait business let f1 = Iterators.filter(i->i>0, 1:10) @test Base.IteratorEltype(product(f1)) == Base.HasEltype() # FIXME? eltype(f1) is Any @test Base.IteratorEltype(product(1:2, f1)) == Base.HasEltype() # FIXME? eltype(f1) is Any @test Base.IteratorEltype(product(f1, 1:2)) == Base.HasEltype() # FIXME? eltype(f1) is Any @test Base.IteratorEltype(product(f1, f1)) == Base.HasEltype() # FIXME? eltype(f1) is Any @test Base.IteratorEltype(product(f1, countfrom(1))) == Base.HasEltype() # FIXME? eltype(f1) is Any @test Base.IteratorEltype(product(countfrom(1), f1)) == Base.HasEltype() # FIXME? eltype(f1) is Any end @test Base.IteratorEltype(product(1:2, countfrom(1))) == Base.HasEltype() @test Base.IteratorEltype(product(countfrom(1), 1:2)) == Base.HasEltype() @test Base.IteratorEltype(product(1:2)) == Base.HasEltype() @test Base.IteratorEltype(product(1:2, 1:2)) == Base.HasEltype() @test Base.IteratorEltype(product(take(1:2, 1), take(1:2, 1))) == Base.HasEltype() @test Base.IteratorEltype(product(take(1:2, 2))) == Base.HasEltype() @test Base.IteratorEltype(product([1 2; 3 4])) == Base.HasEltype() @test collect(product(1:2,3:4)) == [(1,3) (1,4); (2,3) (2,4)] @test isempty(collect(product(1:0,1:2))) @test length(product(1:2,1:10,4:6)) == 60 @test Base.IteratorSize(product(1:2, countfrom(1))) == Base.IsInfinite() # flatten # ------- @test collect(flatten(Any[1:2, 4:5])) == Any[1,2,4,5] @test collect(flatten(Any[flatten(Any[1:2, 6:5]), flatten(Any[10:7, 10:9])])) == Any[1,2] @test collect(flatten(Any[flatten(Any[1:2, 4:5]), flatten(Any[6:7, 8:9])])) == Any[1,2,4,5,6,7,8,9] @test collect(flatten(Any[flatten(Any[1:2, 6:5]), flatten(Any[6:7, 8:9])])) == Any[1,2,6,7,8,9] @test collect(flatten(Any[2:1])) == Any[] @test eltype(flatten(UnitRange{Int8}[1:2, 3:4])) == Int8 @test length(flatten(zip(1:3, 4:6))) == 6 @test length(flatten(1:6)) == 6 @test_throws ArgumentError collect(flatten(Any[])) @test_throws ArgumentError length(flatten(NTuple[(1,), ()])) # #16680 @test_throws ArgumentError length(flatten([[1], [1]])) @test Base.IteratorEltype(Base.Flatten((i for i=1:2) for j=1:1)) == Base.EltypeUnknown() # partition(c, n) let v = collect(partition([1,2,3,4,5], 1)) @test all(i->v[i][1] == i, v) end let v1 = collect(partition([1,2,3,4,5], 2)), v2 = collect(partition(flatten([[1,2],[3,4],5]), 2)) # collecting partition with SizeUnkown @test v1[1] == v2[1] == [1,2] @test v1[2] == v2[2] == [3,4] @test v1[3] == v2[3] == [5] end let v = collect(partition([1,2,3,4,5], 2)) @test v[1] == [1,2] @test v[2] == [3,4] @test v[3] == [5] end let v = collect(partition(enumerate([1,2,3,4,5]), 3)) @test v[1] == [(1,1),(2,2),(3,3)] @test v[2] == [(4,4),(5,5)] end for n in [5,6] @test collect(partition([1,2,3,4,5], n))[1] == [1,2,3,4,5] @test collect(partition(enumerate([1,2,3,4,5]), n))[1] == [(1,1),(2,2),(3,3),(4,4),(5,5)] end @test join(map(x->string(x...), partition("Hello World!", 5)), "|") == "Hello| Worl|d!" let s = "Monkey 🙈🙊🙊" tf = (n)->join(map(x->string(x...), partition(s,n)), "|") @test tf(10) == s @test tf(9) == "Monkey 🙈🙊|🙊" @test tf(8) == "Monkey 🙈|🙊🙊" @test tf(7) == "Monkey |🙈🙊🙊" @test tf(6) == "Monkey| 🙈🙊🙊" @test tf(5) == "Monke|y 🙈🙊🙊" @test tf(4) == "Monk|ey 🙈|🙊🙊" @test tf(3) == "Mon|key| 🙈🙊|🙊" @test tf(2) == "Mo|nk|ey| 🙈|🙊🙊" @test tf(1) == "M|o|n|k|e|y| |🙈|🙊|🙊" end # take and friends with arbitrary integers (#19214) for T in (UInt8, UInt16, UInt32, UInt64, UInt128, Int8, Int16, Int128, BigInt) @test length(take(1:6, T(3))) == 3 @test length(drop(1:6, T(3))) == 3 @test length(repeated(1, T(5))) == 5 @test collect(partition(1:5, T(5)))[1] == 1:5 end @testset "collect finite iterators issue #12009" begin @test eltype(collect(enumerate(Iterators.Filter(x -> x>0, randn(10))))) == Tuple{Int, Float64} end @testset "product iterator infinite loop" begin @test collect(product(1:1, (1, "2"))) == [(1, 1) (1, "2")] end @testset "filter empty iterable #16704" begin arr = filter(n -> true, 1:0) @test length(arr) == 0 @test eltype(arr) == Int end @testset "IndexValue type" begin for A in ([4.0 5.0 6.0], [], (4.0, 5.0, 6.0), (a=4.0, b=5.0, c=6.0), (), NamedTuple(), ) d = pairs(A) @test d === pairs(d) @test isempty(d) == isempty(A) @test length(d) == length(A) @test keys(d) == keys(A) @test values(d) == A @test Base.IteratorSize(d) == Base.HasLength() @test Base.IteratorEltype(d) == Base.HasEltype() @test isempty(d) || haskey(d, first(keys(d))) @test collect(v for (k, v) in d) == vec(collect(A)) if A isa NamedTuple K = isempty(d) ? Union{} : Symbol V = isempty(d) ? Union{} : Float64 @test isempty(d) || haskey(d, :a) @test !haskey(d, :abc) @test !haskey(d, 1) elseif A isa Tuple K = Int V = isempty(d) ? Union{} : Float64 else K = A isa AbstractVector ? Int : CartesianIndex{2} V = isempty(d) ? Any : Float64 @test get(A, 4, "not found") === "not found" if !isempty(A) @test get(A, 2, "not found") === 5.0 @test getindex(d, 3) === 6.0 @test setindex!(d, 9, 3) === d @test A[3] === 9.0 end end @test keytype(d) == K @test valtype(d) == V @test eltype(d) == Pair{K, V} end end @testset "reverse iterators" begin squash(x::Number) = x squash(A) = reshape(A, length(A)) Z = Array{Int,0}(uninitialized); Z[] = 17 # zero-dimensional test case for itr in (2:10, "∀ϵ>0", 1:0, "", (2,3,5,7,11), [2,3,5,7,11], rand(5,6), Z, 3, true, 'x', 4=>5, eachindex("∀ϵ>0"), view(Z), view(rand(5,6),2:4,2:6), (x^2 for x in 1:10), Iterators.Filter(isodd, 1:10), flatten((1:10, 50:60)), enumerate("foo"), pairs(50:60), zip(1:10,21:30,51:60), product(1:3, 10:12), repeated(3.14159, 5)) @test squash(collect(Iterators.reverse(itr))) == reverse(squash(collect(itr))) end @test collect(take(Iterators.reverse(cycle(1:3)), 7)) == collect(take(cycle(3:-1:1), 7)) let r = repeated(3.14159) @test Iterators.reverse(r) === r end let t = (2,3,5,7,11) @test Iterators.reverse(Iterators.reverse(t)) === t end end