(***********************************************************************) (* *) (* Objective Caml *) (* *) (* Xavier Leroy, projet Cristal, INRIA Rocquencourt *) (* *) (* Copyright 1996 Institut National de Recherche en Informatique et *) (* en Automatique. All rights reserved. This file is distributed *) (* under the terms of the GNU Library General Public License, with *) (* the special exception on linking described in file ../LICENSE. *) (* *) (***********************************************************************) (* $Id: int32.ml,v 1.10 2007/01/30 09:34:36 xleroy Exp $ *) (* Module [Int32]: 32-bit integers *) external neg : int32 -> int32 = "%int32_neg" external add : int32 -> int32 -> int32 = "%int32_add" external sub : int32 -> int32 -> int32 = "%int32_sub" external mul : int32 -> int32 -> int32 = "%int32_mul" external div : int32 -> int32 -> int32 = "%int32_div" external rem : int32 -> int32 -> int32 = "%int32_mod" external logand : int32 -> int32 -> int32 = "%int32_and" external logor : int32 -> int32 -> int32 = "%int32_or" external logxor : int32 -> int32 -> int32 = "%int32_xor" external shift_left : int32 -> int -> int32 = "%int32_lsl" external shift_right : int32 -> int -> int32 = "%int32_asr" external shift_right_logical : int32 -> int -> int32 = "%int32_lsr" external of_int : int -> int32 = "%int32_of_int" external to_int : int32 -> int = "%int32_to_int" external of_float : float -> int32 = "caml_int32_of_float" external to_float : int32 -> float = "caml_int32_to_float" external bits_of_float : float -> int32 = "caml_int32_bits_of_float" external float_of_bits : int32 -> float = "caml_int32_float_of_bits" let zero = 0l let one = 1l let minus_one = -1l let succ n = add n 1l let pred n = sub n 1l let abs n = if n >= 0l then n else neg n let min_int = 0x80000000l let max_int = 0x7FFFFFFFl let lognot n = logxor n (-1l) external format : string -> int32 -> string = "caml_int32_format" let to_string n = format "%d" n external of_string : string -> int32 = "caml_int32_of_string" type t = int32 let compare (x: t) (y: t) = Pervasives.compare x y