@hackage comfort-array0.4
Arrays where the index type is a function of the shape type
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License
BSD-3-Clause
Maintainer
Henning Thielemann <haskell@henning-thielemann.de>
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Dependencies (13)
- QuickCheck >=2 && <3
- base >=4.5 && <5
- containers >=0.5.4
- deepseq >=1.3 && <1.5
- guarded-allocation >=0.0.1 && <0.1
- non-empty >=0.3.2 && <0.4 Show all…
Dependents (26)
@hackage/lapack-hmatrix, @hackage/linear-circuit, @hackage/interpolation, @hackage/comfort-blas, @hackage/highs-lp, @hackage/comfort-fftw, Show all…
Package Flags
setindex
(on by default)
Use efficient Set indexing from containers>=0.5.4
Arrays from the basic array package are already very powerful
compared with arrays in other languages.
They may have any number of dimensions, are type safe
and defined in a uniform way using the Ix class
with free choice of the lower bounds (0, 1, or whatever you like).
This package goes one step further: The shape and the index type are different, but the index type is a type function of the shape type. This offers much more flexibility and type safety.
Some examples are:
Range: Allow dynamic choice of lower and upper array bounds such as in theArrays from thearraypackage. You can combine it with other shapes in other dimensions. It allows you to describe the bounds of each dimension individually.Shifted: Describe array bounds by start index and length. It is sometimes more natural to use these parameters. E.g. a non-negative index type likeWordcannot represent-1and thus cannot encode an empty range starting with index0.ZeroBased, OneBased: Arrays with fixed lower bound, either 0 or 1, respectively.Zero, (): Arrays with fixed size 0 or 1, respectively.Enumeration: Arrays with indices likeLT,EQ,GTand a shape of fixed size.(:+:): The Append type constructor allows to respresent block arrays, e.g. block matrices. It also allows to represent non-empty arrays via():+:sh.Set: Use an arbitrary ordered set as index set.Triangular: A 2D array with the shape of a lower or upper triangular matrix.Tagged: Statically distinguish shapes and indices that are isomorphic.
The lapack package defines even more fancy shapes
like tall rectangular matrices, triangular matrices and banded matrices.