package gsl

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Matrices of complex numbers implemented with Bigarray

type complex_mat_bigarr =
  (Complex.t, Bigarray.complex64_elt, Bigarray.c_layout) Bigarray.Array2.t

type matrix = complex_mat_bigarr

val create : ?init:Gsl_complex.complex -> int -> int -> matrix

val dims : matrix -> int * int

val of_array : Gsl_complex.complex array -> int -> int -> matrix

val of_arrays : Gsl_complex.complex array array -> matrix

val to_array : matrix -> Gsl_complex.complex array

val to_arrays : matrix -> Gsl_complex.complex array array

val of_complex_array : Gsl_complex.complex_array -> int -> int -> matrix

val to_complex_array : matrix -> Gsl_complex.complex_array

val get : matrix -> int -> int -> Gsl_complex.complex

val set : matrix -> int -> int -> Gsl_complex.complex -> unit

val set_all : matrix -> Gsl_complex.complex -> unit

val set_zero : matrix -> unit

val set_id : matrix -> unit

val memcpy : src:matrix -> dst:matrix -> unit

val copy : matrix -> matrix

val row : matrix -> int -> Gsl_vector_complex.vector

val add : matrix -> matrix -> unit

val sub : matrix -> matrix -> unit

val mul_elements : matrix -> matrix -> unit

val div_elements : matrix -> matrix -> unit

val scale : matrix -> Gsl_complex.complex -> unit

val add_constant : matrix -> Gsl_complex.complex -> unit

val add_diagonal : matrix -> Gsl_complex.complex -> unit

val is_null : matrix -> bool

val swap_rows : matrix -> int -> int -> unit

val swap_columns : matrix -> int -> int -> unit

val swap_rowcol : matrix -> int -> int -> unit

val transpose : matrix -> matrix -> unit

val transpose_in_place : matrix -> unit

module Single : sig ... end