rename sub/slice -> view

base/abstractarray.jl

@@ -1416,7 +1416,7 @@ function mapslices(f, A::AbstractArray, dims::AbstractVector)
         idx[d] = Colon()
     end
 
-    r1 = f(slice(A, idx...))
+    r1 = f(view(A, idx...))
 
     # determine result size and allocate
     Rsize = copy(dimsA)
@@ -1448,7 +1448,7 @@ function mapslices(f, A::AbstractArray, dims::AbstractVector)
             for i in 1:nidx
                 idx[otherdims[i]] = ridx[otherdims[i]] = I.I[i]
             end
-            R[ridx...] = f(slice(A, idx...))
+            R[ridx...] = f(view(A, idx...))
         end
     end
 

base/deprecated.jl

@@ -756,6 +756,9 @@ function first(::Colon)
     1
 end
 
+@deprecate slice view
+@deprecate sub view
+
 # During the 0.5 development cycle, do not add any deprecations below this line
 # To be deprecated in 0.6
 

base/docs/helpdb/Base.jl

@@ -5402,14 +5402,14 @@ is raised as an exception in the woken tasks.
 notify
 
 """
-    sub(A, inds...)
+    view(A, inds...)
 
 Like [`getindex`](:func:`getindex`), but returns a view into the parent array `A` with the
 given indices instead of making a copy.  Calling [`getindex`](:func:`getindex`) or
 [`setindex!`](:func:`setindex!`) on the returned [`SubArray`](:obj:`SubArray`) computes the
 indices to the parent array on the fly without checking bounds.
 """
-sub
+view
 
 """
     expanduser(path::AbstractString) -> AbstractString
@@ -7443,14 +7443,6 @@ julia> "Hello " * "world"
 """
 Base.:(*)(s::AbstractString, t::AbstractString)
 
-"""
-    slice(A, inds...)
-
-Returns a view of array `A` with the given indices like [`sub`](:func:`sub`), but drops all
-dimensions indexed with scalars.
-"""
-slice
-
 """
     time()
 

base/exports.jl

@@ -587,7 +587,6 @@ export
     shuffle,
     shuffle!,
     size,
-    slice,
     slicedim,
     sort!,
     sort,
@@ -601,7 +600,6 @@ export
     step,
     stride,
     strides,
-    sub,
     sub2ind,
     sum!,
     sum,
@@ -612,6 +610,7 @@ export
     sum_kbn,
     vcat,
     vec,
+    view,
     zeros,
 
 # linear algebra

base/iterator.jl

@@ -547,7 +547,7 @@ done(itr::PartitionIterator, state) = done(itr.c, state)
 function next{T<:Vector}(itr::PartitionIterator{T}, state)
     l = state
     r = min(state + itr.n-1, length(itr.c))
-    return sub(itr.c, l:r), r + 1
+    return view(itr.c, l:r), r + 1
 end
 
 function next(itr::PartitionIterator, state)

base/linalg/arnoldi.jl

@@ -296,8 +296,8 @@ end
 
 function A_mul_B!{T,S}(u::StridedVector{T}, s::SVDOperator{T,S}, v::StridedVector{T})
     a, b = s.m, length(v)
-    A_mul_B!(sub(u,1:a), s.X, sub(v,a+1:b)) # left singular vector
-    Ac_mul_B!(sub(u,a+1:b), s.X, sub(v,1:a)) # right singular vector
+    A_mul_B!(view(u,1:a), s.X, view(v,a+1:b)) # left singular vector
+    Ac_mul_B!(view(u,a+1:b), s.X, view(v,1:a)) # right singular vector
     u
 end
 size(s::SVDOperator)  = s.m + s.n, s.m + s.n

base/linalg/arpack.jl

@@ -53,8 +53,8 @@ function aupd_wrapper(T, matvecA!::Function, matvecB::Function, solveSI::Functio
             throw(ARPACKException(info[1]))
         end
 
-        x = sub(workd, ipntr[1]+zernm1)
-        y = sub(workd, ipntr[2]+zernm1)
+        x = view(workd, ipntr[1]+zernm1)
+        y = view(workd, ipntr[2]+zernm1)
         if mode == 1  # corresponds to dsdrv1, dndrv1 or zndrv1
             if ido[1] == 1
                 matvecA!(y, x)
@@ -89,7 +89,7 @@ function aupd_wrapper(T, matvecA!::Function, matvecB::Function, solveSI::Functio
             if ido[1] == -1
                 y[:] = solveSI(matvecB(x))
             elseif  ido[1] == 1
-                y[:] = solveSI(sub(workd,ipntr[3]+zernm1))
+                y[:] = solveSI(view(workd,ipntr[3]+zernm1))
             elseif ido[1] == 2
                 y[:] = matvecB(x)
             elseif ido[1] == 99

base/linalg/cholesky.jl

@@ -379,11 +379,11 @@ function A_ldiv_B!{T<:BlasFloat}(C::CholeskyPivoted{T}, B::StridedMatrix{T})
     chkfullrank(C)
     n = size(C, 1)
     for i=1:size(B, 2)
-        permute!(sub(B, 1:n, i), C.piv)
+        permute!(view(B, 1:n, i), C.piv)
     end
     LAPACK.potrs!(C.uplo, C.factors, B)
     for i=1:size(B, 2)
-        ipermute!(sub(B, 1:n, i), C.piv)
+        ipermute!(view(B, 1:n, i), C.piv)
     end
     B
 end

base/linalg/eigen.jl

@@ -35,7 +35,7 @@ function eigfact!{T<:BlasReal}(A::StridedMatrix{T}; permute::Bool=true, scale::B
     j = 1
     while j <= n
         if WI[j] == 0
-            evec[:,j] = slice(VR, :, j)
+            evec[:,j] = view(VR, :, j)
         else
             for i = 1:n
                 evec[i,j]   = VR[i,j] + im*VR[i,j+1]
@@ -131,7 +131,7 @@ function eigfact!{T<:BlasReal}(A::StridedMatrix{T}, B::StridedMatrix{T})
     j = 1
     while j <= n
         if alphai[j] == 0
-            vecs[:,j] = slice(vr, :, j)
+            vecs[:,j] = view(vr, :, j)
         else
             for i = 1:n
                 vecs[i,j  ] = vr[i,j] + im*vr[i,j+1]

base/linalg/lapack.jl

@@ -1437,7 +1437,7 @@ for (gglse, elty) in ((:dgglse_, :Float64),
                     work = Array{$elty}(lwork)
                 end
             end
-            X, dot(sub(c, n - p + 1:m), sub(c, n - p + 1:m))
+            X, dot(view(c, n - p + 1:m), view(c, n - p + 1:m))
         end
     end
 end

base/linalg/qr.jl

@@ -28,20 +28,20 @@ function qrfactUnblocked!{T}(A::AbstractMatrix{T})
     m, n = size(A)
     τ = zeros(T, min(m,n))
     for k = 1:min(m - 1 + !(T<:Real), n)
-        x = slice(A, k:m, k)
+        x = view(A, k:m, k)
         τk = reflector!(x)
         τ[k] = τk
-        reflectorApply!(x, τk, slice(A, k:m, k + 1:n))
+        reflectorApply!(x, τk, view(A, k:m, k + 1:n))
     end
     QR(A, τ)
 end
 
 # Find index for columns with largest two norm
 function indmaxcolumn(A::StridedMatrix)
-    mm = norm(slice(A, :, 1))
+    mm = norm(view(A, :, 1))
     ii = 1
     for i = 2:size(A, 2)
-        mi = norm(slice(A, :, i))
+        mi = norm(view(A, :, i))
         if abs(mi) > mm
             mm = mi
             ii = i
@@ -57,7 +57,7 @@ function qrfactPivotedUnblocked!(A::StridedMatrix)
     for j = 1:min(m,n)
 
         # Find column with maximum norm in trailing submatrix
-        jm = indmaxcolumn(slice(A, j:m, j:n)) + j - 1
+        jm = indmaxcolumn(view(A, j:m, j:n)) + j - 1
 
         if jm != j
             # Flip elements in pivoting vector
@@ -74,12 +74,12 @@ function qrfactPivotedUnblocked!(A::StridedMatrix)
         end
 
         # Compute reflector of columns j
-        x = slice(A, j:m, j)
+        x = view(A, j:m, j)
         τj = LinAlg.reflector!(x)
         τ[j] = τj
 
         # Update trailing submatrix with reflector
-        LinAlg.reflectorApply!(x, τj, sub(A, j:m, j+1:n))
+        LinAlg.reflectorApply!(x, τj, view(A, j:m, j+1:n))
     end
     return LinAlg.QRPivoted{eltype(A), typeof(A)}(A, τ, piv)
 end
@@ -451,8 +451,8 @@ for (f1, f2) in ((:Ac_mul_B, :A_mul_B!),
     end
 end
 
-A_ldiv_B!{T<:BlasFloat}(A::QRCompactWY{T}, b::StridedVector{T}) = (A_ldiv_B!(UpperTriangular(A[:R]), sub(Ac_mul_B!(A[:Q], b), 1:size(A, 2))); b)
-A_ldiv_B!{T<:BlasFloat}(A::QRCompactWY{T}, B::StridedMatrix{T}) = (A_ldiv_B!(UpperTriangular(A[:R]), sub(Ac_mul_B!(A[:Q], B), 1:size(A, 2), 1:size(B, 2))); B)
+A_ldiv_B!{T<:BlasFloat}(A::QRCompactWY{T}, b::StridedVector{T}) = (A_ldiv_B!(UpperTriangular(A[:R]), view(Ac_mul_B!(A[:Q], b), 1:size(A, 2))); b)
+A_ldiv_B!{T<:BlasFloat}(A::QRCompactWY{T}, B::StridedMatrix{T}) = (A_ldiv_B!(UpperTriangular(A[:R]), view(Ac_mul_B!(A[:Q], B), 1:size(A, 2), 1:size(B, 2))); B)
 
 # Julia implementation similarly to xgelsy
 function A_ldiv_B!{T<:BlasFloat}(A::QRPivoted{T}, B::StridedMatrix{T}, rcond::Real)
@@ -467,8 +467,8 @@ function A_ldiv_B!{T<:BlasFloat}(A::QRPivoted{T}, B::StridedMatrix{T}, rcond::Re
     xmax = ones(T, 1)
     tmin = tmax = ar
     while rnk < nr
-        tmin, smin, cmin = LAPACK.laic1!(2, xmin, tmin, sub(A.factors, 1:rnk, rnk + 1), A.factors[rnk + 1, rnk + 1])
-        tmax, smax, cmax = LAPACK.laic1!(1, xmax, tmax, sub(A.factors, 1:rnk, rnk + 1), A.factors[rnk + 1, rnk + 1])
+        tmin, smin, cmin = LAPACK.laic1!(2, xmin, tmin, view(A.factors, 1:rnk, rnk + 1), A.factors[rnk + 1, rnk + 1])
+        tmax, smax, cmax = LAPACK.laic1!(1, xmax, tmax, view(A.factors, 1:rnk, rnk + 1), A.factors[rnk + 1, rnk + 1])
         tmax*rcond > tmin && break
         push!(xmin, cmin)
         push!(xmax, cmax)
@@ -479,10 +479,10 @@ function A_ldiv_B!{T<:BlasFloat}(A::QRPivoted{T}, B::StridedMatrix{T}, rcond::Re
         rnk += 1
     end
     C, τ = LAPACK.tzrzf!(A.factors[1:rnk,:])
-    A_ldiv_B!(UpperTriangular(C[1:rnk,1:rnk]),sub(Ac_mul_B!(getq(A),sub(B, 1:mA, 1:nrhs)),1:rnk,1:nrhs))
+    A_ldiv_B!(UpperTriangular(C[1:rnk,1:rnk]),view(Ac_mul_B!(getq(A),view(B, 1:mA, 1:nrhs)),1:rnk,1:nrhs))
     B[rnk+1:end,:] = zero(T)
-    LAPACK.ormrz!('L', eltype(B)<:Complex ? 'C' : 'T', C, τ, sub(B,1:nA,1:nrhs))
-    B[1:nA,:] = sub(B, 1:nA, :)[invperm(A[:p]::Vector{BlasInt}),:]
+    LAPACK.ormrz!('L', eltype(B)<:Complex ? 'C' : 'T', C, τ, view(B,1:nA,1:nrhs))
+    B[1:nA,:] = view(B, 1:nA, :)[invperm(A[:p]::Vector{BlasInt}),:]
     return B, rnk
 end
 A_ldiv_B!{T<:BlasFloat}(A::QRPivoted{T}, B::StridedVector{T}) = vec(A_ldiv_B!(A,reshape(B,length(B),1)))
@@ -491,13 +491,13 @@ function A_ldiv_B!{T}(A::QR{T}, B::StridedMatrix{T})
     m, n = size(A)
     minmn = min(m,n)
     mB, nB = size(B)
-    Ac_mul_B!(A[:Q], sub(B, 1:m, :))
+    Ac_mul_B!(A[:Q], view(B, 1:m, :))
     R = A[:R]
     @inbounds begin
         if n > m # minimum norm solution
             τ = zeros(T,m)
             for k = m:-1:1 # Trapezoid to triangular by elementary operation
-                x = slice(R, k, [k; m + 1:n])
+                x = view(R, k, [k; m + 1:n])
                 τk = reflector!(x)
                 τ[k] = τk'
                 for i = 1:k - 1
@@ -513,7 +513,7 @@ function A_ldiv_B!{T}(A::QR{T}, B::StridedMatrix{T})
                 end
             end
         end
-        Base.A_ldiv_B!(UpperTriangular(sub(R, :, 1:minmn)), sub(B, 1:minmn, :))
+        Base.A_ldiv_B!(UpperTriangular(view(R, :, 1:minmn)), view(B, 1:minmn, :))
         if n > m # Apply elementary transformation to solution
             B[m + 1:mB,1:nB] = zero(T)
             for j = 1:nB
@@ -536,12 +536,12 @@ end
 A_ldiv_B!(A::QR, B::StridedVector) = A_ldiv_B!(A, reshape(B, length(B), 1))[:]
 function A_ldiv_B!(A::QRPivoted, b::StridedVector)
     A_ldiv_B!(QR(A.factors,A.τ), b)
-    b[1:size(A.factors, 2)] = sub(b, 1:size(A.factors, 2))[invperm(A.jpvt)]
+    b[1:size(A.factors, 2)] = view(b, 1:size(A.factors, 2))[invperm(A.jpvt)]
     b
 end
 function A_ldiv_B!(A::QRPivoted, B::StridedMatrix)
     A_ldiv_B!(QR(A.factors, A.τ), B)
-    B[1:size(A.factors, 2),:] = sub(B, 1:size(A.factors, 2), :)[invperm(A.jpvt),:]
+    B[1:size(A.factors, 2),:] = view(B, 1:size(A.factors, 2), :)[invperm(A.jpvt),:]
     B
 end
 

base/linalg/svd.jl

@@ -95,7 +95,7 @@ svdvals{T, Tr}(S::SVD{T, Tr}) = (S[:S])::Vector{Tr}
 # SVD least squares
 function A_ldiv_B!{Ta,Tb}(A::SVD{Ta}, B::StridedVecOrMat{Tb})
     k = searchsortedlast(A.S, eps(real(Ta))*A.S[1], rev=true)
-    sub(A.Vt,1:k,:)' * (sub(A.S,1:k) .\ (sub(A.U,:,1:k)' * B))
+    view(A.Vt,1:k,:)' * (view(A.S,1:k) .\ (view(A.U,:,1:k)' * B))
 end
 
 # Generalized svd

base/loading.jl

@@ -60,7 +60,7 @@ elseif is_apple()
                 continue
             end
             casepreserved_basename =
-              sub(buf, (header_size+1):(header_size+filename_length-1))
+              view(buf, (header_size+1):(header_size+filename_length-1))
             break
         end
         # Hack to compensate for inability to create a string from a subarray with no allocations.

base/poll.jl

@@ -102,7 +102,7 @@ type _FDWatcher
             if fd.fd+1 > length(FDWatchers)
                 old_len = length(FDWatchers)
                 resize!(FDWatchers, fd.fd+1)
-                fill!(sub(FDWatchers, old_len+1:fd.fd+1), nothing)
+                fill!(view(FDWatchers, old_len+1:fd.fd+1), nothing)
             elseif FDWatchers[fd.fd + 1] !== nothing
                 this = FDWatchers[fd.fd + 1]::_FDWatcher
                 this.refcount = (this.refcount[1] + Int(readable), this.refcount[2] + Int(writable))

base/sharedarray.jl

@@ -327,7 +327,7 @@ function range_1dim(S::SharedArray, pidx)
     end
 end
 
-sub_1dim(S::SharedArray, pidx) = sub(S.s, range_1dim(S, pidx))
+sub_1dim(S::SharedArray, pidx) = view(S.s, range_1dim(S, pidx))
 
 function init_loc_flds{T,N}(S::SharedArray{T,N})
     if myid() in S.pids
@@ -342,7 +342,7 @@ function init_loc_flds{T,N}(S::SharedArray{T,N})
         S.loc_subarr_1d = sub_1dim(S, S.pidx)
     else
         S.pidx = 0
-        S.loc_subarr_1d = sub(Array{T}(ntuple(d->0,N)), 1:0)
+        S.loc_subarr_1d = view(Array{T}(ntuple(d->0,N)), 1:0)
     end
 end
 

base/show.jl

@@ -1438,7 +1438,7 @@ function show_nd(io::IO, a::AbstractArray, print_matrix, label_slices)
             for i = 1:(nd-1); print(io, "$(idxs[i]), "); end
             println(io, idxs[end], "] =")
         end
-        slice = sub(a, indices(a,1), indices(a,2), idxs...)
+        slice = view(a, indices(a,1), indices(a,2), idxs...)
         print_matrix(io, slice)
         print(io, idxs == map(last,tail) ? "" : "\n\n")
         @label skip

base/sort.jl

@@ -509,7 +509,7 @@ function sortrows(A::AbstractMatrix; kws...)
     T = slicetypeof(A, inds, :)
     rows = allocate_for(Vector{T}, A, shape(A, 1))
     for i in inds
-        rows[i] = slice(A, i, :)
+        rows[i] = view(A, i, :)
     end
     p = sortperm(rows; kws..., order=Lexicographic)
     A[p,:]
@@ -520,7 +520,7 @@ function sortcols(A::AbstractMatrix; kws...)
     T = slicetypeof(A, :, inds)
     cols = allocate_for(Vector{T}, A, shape(A, 2))
     for i in inds
-        cols[i] = slice(A, :, i)
+        cols[i] = view(A, :, i)
     end
     p = sortperm(cols; kws..., order=Lexicographic)
     A[:,p]

base/sparse/cholmod.jl

@@ -830,7 +830,7 @@ function (::Type{Sparse}){Tv<:VTypes}(m::Integer, n::Integer,
     # check if columns are sorted
     iss = true
     for i = 2:length(colptr)
-        if !issorted(sub(rowval, colptr[i - 1] + 1:colptr[i]))
+        if !issorted(view(rowval, colptr[i - 1] + 1:colptr[i]))
             iss = false
             break
         end

base/sparse/linalg.jl

@@ -588,7 +588,7 @@ function normestinv{T}(A::SparseMatrixCSC{T}, t::Integer = min(2,maximum(size(A)
     X[1:n,1] = 1
     for j = 2:t
         while true
-            _rand_pm1!(slice(X,1:n,j))
+            _rand_pm1!(view(X,1:n,j))
             yaux = X[1:n,j]' * X[1:n,1:j-1]
             if !_any_abs_eq(yaux,n)
                 break
@@ -649,7 +649,7 @@ function normestinv{T}(A::SparseMatrixCSC{T}, t::Integer = min(2,maximum(size(A)
                         end
                     end
                     if repeated
-                        _rand_pm1!(slice(S,1:n,j))
+                        _rand_pm1!(view(S,1:n,j))
                     else
                         break
                     end

base/sparse/sparsematrix.jl

@@ -3110,7 +3110,7 @@ function spdiagm_internal(B, d)
         range = 1+i:numel+i
         I[range] = row+1:row+numel
         J[range] = col+1:col+numel
-        copy!(sub(V, range), vec)
+        copy!(view(V, range), vec)
         i += numel
     end