Module Wp.Cint

module Cint: sig .. end


Integer Arithmetic Model
val of_real : Wp.Ctypes.c_int -> Wp.Lang.F.unop
val iconvert : Wp.Ctypes.c_int -> Wp.Lang.F.unop
val irange : Wp.Ctypes.c_int -> Wp.Lang.F.term -> Wp.Lang.F.pred
val to_cint : Wp.Lang.lfun -> Wp.Ctypes.c_int
Raises Not_found if not.
val is_cint : Wp.Lang.lfun -> Wp.Ctypes.c_int
Raises Not_found if not.
type model = 
| NoRange
| Natural
| Machine
val configure : model -> unit
val iopp : Wp.Ctypes.c_int -> Wp.Lang.F.unop
val iadd : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val isub : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val imul : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val idiv : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val imod : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val bnot : Wp.Ctypes.c_int -> Wp.Lang.F.unop
val band : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val bxor : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val bor : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val blsl : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val blsr : Wp.Ctypes.c_int -> Wp.Lang.F.binop
val l_not : Wp.Lang.F.unop
val l_and : Wp.Lang.F.binop
val l_xor : Wp.Lang.F.binop
val l_or : Wp.Lang.F.binop
val l_lsl : Wp.Lang.F.binop
val l_lsr : Wp.Lang.F.binop
val f_lnot : Wp.Lang.lfun
val f_land : Wp.Lang.lfun
val f_lxor : Wp.Lang.lfun
val f_lor : Wp.Lang.lfun
val f_lsl : Wp.Lang.lfun
val f_lsr : Wp.Lang.lfun
val f_bit : Wp.Lang.lfun

Simplifiers
val is_cint_simplifier : Wp.Conditions.simplifier
Remove the is_cint in formulas that are redondant with other conditions.
val is_positive_or_null : Wp.Lang.F.term -> bool