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NAME

       Bigarray - Large, multi-dimensional, numerical arrays.

Module

       Module   Bigarray

Documentation

       Module Bigarray
        : sig end

       Large, multi-dimensional, numerical arrays.

       This  module  implements  multi-dimensional  arrays  of  integers  and floating-point numbers, thereafter
       referred to as 'big arrays'.  The implementation allows  efficient  sharing  of  large  numerical  arrays
       between OCaml code and C or Fortran numerical libraries.

       Concerning  the  naming  conventions,  users  of  this module are encouraged to do open Bigarray in their
       source, then refer to array types and operations via short dot notation, e.g.  Array1.t or Array2.sub .

       Big arrays support all the OCaml ad-hoc polymorphic operations:

       -comparisons ( = , <> , <= , etc, as well as Pervasives.compare );

       -hashing (module Hash );

       -and structured input-output (the functions from the Marshal module, as well  as  Pervasives.output_value
       and Pervasives.input_value ).

       === Element kinds ===

       ===  Big  arrays  can  contain  elements  of  the  following  kinds:  -  IEEE  single precision (32 bits)
       floating-point numbers (Bigarray.float32_elt), - IEEE double precision (64 bits)  floating-point  numbers
       (Bigarray.float64_elt),   -   IEEE  single  precision  (2  *  32  bits)  floating-point  complex  numbers
       (Bigarray.complex32_elt),  -  IEEE  double  precision  (2  *  64  bits)  floating-point  complex  numbers
       (Bigarray.complex64_elt),   -   8-bit   integers   (signed   or  unsigned)  (Bigarray.int8_signed_elt  or
       Bigarray.int8_unsigned_elt),  -  16-bit  integers  (signed  or  unsigned)  (Bigarray.int16_signed_elt  or
       Bigarray.int16_unsigned_elt),  -  OCaml  integers  (signed,  31  bits on 32-bit architectures, 63 bits on
       64-bit architectures) (Bigarray.int_elt), - 32-bit signed integer (Bigarray.int32_elt), -  64-bit  signed
       integers  (Bigarray.int64_elt),  -  platform-native  signed integers (32 bits on 32-bit architectures, 64
       bits on 64-bit architectures) (Bigarray.nativeint_elt).  Each element kind is  represented  at  the  type
       level by one of the abstract types defined below. ===

       type float32_elt

       type float64_elt

       type complex32_elt

       type complex64_elt

       type int8_signed_elt

       type int8_unsigned_elt

       type int16_signed_elt

       type int16_unsigned_elt

       type int_elt

       type int32_elt

       type int64_elt

       type nativeint_elt

       type ('a, 'b) kind

       To each element kind is associated an OCaml type, which is the type of OCaml values that can be stored in
       the  big  array  or  read  back  from it.  This type is not necessarily the same as the type of the array
       elements proper: for instance, a big array whose elements are of kind float32_elt contains 32-bit  single
       precision floats, but reading or writing one of its elements from OCaml uses the OCaml type float , which
       is 64-bit double precision floats.

       The  abstract type ('a, 'b) kind captures this association of an OCaml type 'a for values read or written
       in the big array, and of an element kind 'b which represents the actual contents of the big  array.   The
       following  predefined  values  of  type  kind  list all possible associations of OCaml types with element
       kinds:

       val float32 : (float, float32_elt) kind

       See Bigarray.char .

       val float64 : (float, float64_elt) kind

       See Bigarray.char .

       val complex32 : (Complex.t, complex32_elt) kind

       See Bigarray.char .

       val complex64 : (Complex.t, complex64_elt) kind

       See Bigarray.char .

       val int8_signed : (int, int8_signed_elt) kind

       See Bigarray.char .

       val int8_unsigned : (int, int8_unsigned_elt) kind

       See Bigarray.char .

       val int16_signed : (int, int16_signed_elt) kind

       See Bigarray.char .

       val int16_unsigned : (int, int16_unsigned_elt) kind

       See Bigarray.char .

       val int : (int, int_elt) kind

       See Bigarray.char .

       val int32 : (int32, int32_elt) kind

       See Bigarray.char .

       val int64 : (int64, int64_elt) kind

       See Bigarray.char .

       val nativeint : (nativeint, nativeint_elt) kind

       See Bigarray.char .

       val char : (char, int8_unsigned_elt) kind

       As shown by the types of the values above, big arrays of kind float32_elt and  float64_elt  are  accessed
       using the OCaml type float .  Big arrays of complex kinds complex32_elt , complex64_elt are accessed with
       the  OCaml  type  Complex.t  .  Big arrays of integer kinds are accessed using the smallest OCaml integer
       type large enough to represent the array elements: int for 8- and 16-bit integer bigarrays,  as  well  as
       OCaml-integer  bigarrays;  int32  for  32-bit  integer bigarrays; int64 for 64-bit integer bigarrays; and
       nativeint for platform-native integer bigarrays.  Finally, big arrays of kind int8_unsigned_elt can  also
       be  accessed  as  arrays  of characters instead of arrays of small integers, by using the kind value char
       instead of int8_unsigned .

       === Array layouts ===

       type c_layout

       See Bigarray.fortran_layout .

       type fortran_layout

       To facilitate interoperability with existing C and Fortran code,  this  library  supports  two  different
       memory  layouts  for  big  arrays,  one  compatible with the C conventions, the other compatible with the
       Fortran conventions.

       In the C-style layout, array indices start at 0, and multi-dimensional arrays are laid out  in  row-major
       format.   That  is, for a two-dimensional array, all elements of row 0 are contiguous in memory, followed
       by all elements of row 1, etc.  In other terms, the array elements at (x,y) and (x, y+1) are adjacent  in
       memory.

       In  the  Fortran-style  layout,  array  indices  start at 1, and multi-dimensional arrays are laid out in
       column-major format.  That is, for a two-dimensional array, all elements of column 0  are  contiguous  in
       memory, followed by all elements of column 1, etc.  In other terms, the array elements at (x,y) and (x+1,
       y) are adjacent in memory.

       Each  layout  style  is  identified  at  the  type  level  by  the  abstract  types Bigarray.c_layout and
       fortran_layout respectively.

       type 'a layout

       The type 'a layout represents one of the two supported memory layouts: C-style if 'a is Bigarray.c_layout
       , Fortran-style if 'a is Bigarray.fortran_layout .

       === Supported layouts The abstract values c_layout and fortran_layout represent the two supported layouts
       at the level of values. ===

       val c_layout : c_layout layout

       val fortran_layout : fortran_layout layout

       === Generic arrays (of arbitrarily many dimensions) ===

       module Genarray : sig end

       === One-dimensional arrays ===

       module Array1 : sig end

       One-dimensional arrays. The Array1 structure provides operations similar to those of Bigarray.Genarray  ,
       but  specialized  to the case of one-dimensional arrays.  (The Array2 and Array3 structures below provide
       operations specialized for  two-  and  three-dimensional  arrays.)   Statically  knowing  the  number  of
       dimensions of the array allows faster operations, and more precise static type-checking.

       === Two-dimensional arrays ===

       module Array2 : sig end

       Two-dimensional  arrays. The Array2 structure provides operations similar to those of Bigarray.Genarray ,
       but specialized to the case of two-dimensional arrays.

       === Three-dimensional arrays ===

       module Array3 : sig end

       Three-dimensional arrays. The Array3 structure provides operations similar to those of  Bigarray.Genarray
       , but specialized to the case of three-dimensional arrays.

       === Coercions between generic big arrays and fixed-dimension big arrays ===

       val genarray_of_array1 : ('a, 'b, 'c) Array1.t -> ('a, 'b, 'c) Genarray.t

       Return the generic big array corresponding to the given one-dimensional big array.

       val genarray_of_array2 : ('a, 'b, 'c) Array2.t -> ('a, 'b, 'c) Genarray.t

       Return the generic big array corresponding to the given two-dimensional big array.

       val genarray_of_array3 : ('a, 'b, 'c) Array3.t -> ('a, 'b, 'c) Genarray.t

       Return the generic big array corresponding to the given three-dimensional big array.

       val array1_of_genarray : ('a, 'b, 'c) Genarray.t -> ('a, 'b, 'c) Array1.t

       Return   the   one-dimensional   big   array  corresponding  to  the  given  generic  big  array.   Raise
       Invalid_argument if the generic big array does not have exactly one dimension.

       val array2_of_genarray : ('a, 'b, 'c) Genarray.t -> ('a, 'b, 'c) Array2.t

       Return  the  two-dimensional  big  array  corresponding  to  the  given   generic   big   array.    Raise
       Invalid_argument if the generic big array does not have exactly two dimensions.

       val array3_of_genarray : ('a, 'b, 'c) Genarray.t -> ('a, 'b, 'c) Array3.t

       Return   the   three-dimensional  big  array  corresponding  to  the  given  generic  big  array.   Raise
       Invalid_argument if the generic big array does not have exactly three dimensions.

       === Re-shaping big arrays ===

       val reshape : ('a, 'b, 'c) Genarray.t -> int array -> ('a, 'b, 'c) Genarray.t

       reshape b [|d1;...;dN|] converts the big array b to a N -dimensional array of dimensions  d1  ...   dN  .
       The  returned  array  and  the original array b share their data and have the same layout.  For instance,
       assuming that b is a one-dimensional array of dimension 12, reshape b [|3;4|] returns  a  two-dimensional
       array  b' of dimensions 3 and 4.  If b has C layout, the element (x,y) of b' corresponds to the element x
       * 3 + y of b .  If b has Fortran layout, the element (x,y) of b' corresponds to the element x + (y - 1) *
       4 of b .  The returned big array must have exactly the same number of elements as the original big  array
       b  .   That  is,  the  product  of  the  dimensions  of  b  must  be equal to i1 * ... * iN .  Otherwise,
       Invalid_argument is raised.

       val reshape_1 : ('a, 'b, 'c) Genarray.t -> int -> ('a, 'b, 'c) Array1.t

       Specialized version of Bigarray.reshape for reshaping to one-dimensional arrays.

       val reshape_2 : ('a, 'b, 'c) Genarray.t -> int -> int -> ('a, 'b, 'c) Array2.t

       Specialized version of Bigarray.reshape for reshaping to two-dimensional arrays.

       val reshape_3 : ('a, 'b, 'c) Genarray.t -> int -> int -> int -> ('a, 'b, 'c) Array3.t

       Specialized version of Bigarray.reshape for reshaping to three-dimensional arrays.

OCamldoc                                           2016-05-05                                       Bigarray(3o)