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# tuple peeling for type-stability | ||
_good_chunk_size(chunk_i) = () | ||
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function _good_chunk_size(chunk_i,sz_i,sz...) | ||
if chunk_i == 0 | ||
chunk_size_i = 1 | ||
elseif sz_i >= chunk_i | ||
chunk_size_i = chunk_i | ||
else | ||
chunk_size_i = sz_i # take them all | ||
end | ||
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chunk_i = chunk_i ÷ sz_i | ||
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return (chunk_size_i, _good_chunk_size(chunk_i,sz...)...) | ||
end | ||
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""" | ||
chunk_size = good_chunk_size(sz,chunk_max_length) | ||
chunk_size = good_chunk_size(array::AbstractArray,chunk_max_length) | ||
Return a tuple of indices representing a subset size (chunk) of an array with size | ||
`sz` (assuming column-major storage order). The number of elements in this chunk is not | ||
larger than `chunk_max_length`. | ||
If the `array` is provided, then `chunk_size` takes the storage order into | ||
account. | ||
""" | ||
good_chunk_size(sz,chunk_max_length) = _good_chunk_size(chunk_max_length,sz...) | ||
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function good_chunk_size(array::AbstractArray{T,N},chunk_max_length) where {T,N} | ||
dim_permute = sortperm(collect(strides(array))) | ||
dim_inv_permute = invperm(dim_permute) | ||
good_chunk_size(size(array)[dim_permute],chunk_max_length)[dim_inv_permute] :: NTuple{N,Int} | ||
end | ||
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function each_chunk_index(ax::NTuple{N,<:AbstractRange},chunk_size::NTuple{N, <:Integer}) where N | ||
cindices = CartesianIndices(ax) | ||
ci_first = first(cindices) | ||
ci_last = last(cindices) | ||
ci_chunk_size = CartesianIndex(chunk_size) | ||
ci_ones = CartesianIndex(ntuple(i->1,Val(N))) | ||
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(ci:min(ci + ci_chunk_size - ci_ones, ci_last) | ||
for ci = ci_first:ci_chunk_size:ci_last) | ||
end | ||
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function each_chunk_index(sz::NTuple{N,<:Integer},chunk_size::NTuple{N, <:Integer}) where N | ||
each_chunk_index(Base.OneTo.(sz),chunk_size) | ||
end | ||
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each_chunk_index(ax::NTuple{N,<:AbstractRange},chunk_max_length::Integer) where N = | ||
each_chunk_index(ax,good_chunk_size(length.(ax),chunk_max_length)) | ||
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each_chunk_index(sz::NTuple{N,<:Integer},chunk_max_length::Integer) where N = | ||
each_chunk_index(sz,good_chunk_size(sz,chunk_max_length)) | ||
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each_chunk_index(array::AbstractArray,chunk_max_length::Integer) = | ||
each_chunk_index(axes(array),good_chunk_size(array,chunk_max_length)) | ||
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each_chunk_index(array::AbstractArray,chunk_size::NTuple) = | ||
each_chunk_index(axes(array),chunk_size) | ||
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""" | ||
chunk_iterator = each_chunk(array,chunk_max_length::Integer) | ||
chunk_iterator = each_chunk(array,chunk_size::NTuple) | ||
Return an iterator of non-overlapping subsets (chunks) for the the `array`. | ||
Each element of the iterator is a view into the `array`. | ||
The size of each chunk is equal to to the | ||
tuple `chunk_size` if provided (the last chunk can also be smaller). | ||
Instead of providing the chunk size, one can also provide the | ||
maximum number of elements of a chunk with the parameter `chunk_max_length`. | ||
The `array` parameter of `each_chunk` can also be an `OffsetArrays`. | ||
`chunk_max_length` is typically a large number, but it should not be | ||
so large that a single chunk exceeds the system memory. | ||
If a chunk should not exceed a twentieth of the memory one can for example | ||
use `chunk_max_length` equal to `Sys.free_memory() ÷ (20 * sizeof(eltype(array)))` | ||
Example: | ||
```julia | ||
data = zeros(Int,(10,20,30)) | ||
for data_chunk in each_chunk(data,100) | ||
# check that the chunk has not being processed | ||
@assert all(data_chunk .== 0) | ||
# check that the chunk is not larger than 100 | ||
@assert length(data_chunk) <= 100 | ||
# set corresponding elements to one. | ||
data_chunk .= 1 | ||
end | ||
# check that all the data array was processed | ||
@assert all(data .== 1) | ||
``` | ||
All `@assert`s statements are true in example above. | ||
See also `parentindices`. | ||
""" | ||
function each_chunk(array,chunk_or_max_length) | ||
(view(array,ci) for ci in each_chunk_index(array,chunk_or_max_length)) | ||
end | ||
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# LocalWords: sz OffsetArrays Sys sizeof eltype julia parentindices |
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