Linux Cubed Series 3: Developer Tools/Linux Cubed Series 3 - Developer Tools.iso/devel/lang/eiffel/smalleif.97/se.t/SmallEiffel/lib_std/double.e

Text File | 1996-05-02 | 4.3 KB | 222 lines

-- Part of SmallEiffel -- Read DISCLAIMER file -- Copyright (C)
-- Dominique COLNET and Suzanne COLLIN -- [e-mail]
--
expanded class DOUBLE
--
-- Note : corresponding C type is "double"
--
inherit
   DOUBLE_REF
      redefine
     infix "+", infix "-", infix "*", infix "/", infix "^",
     prefix "+", prefix "-", valid_divisor, infix "<",
     compare, one, zero
      end;

feature {ANY}

   infix "+" (other: DOUBLE): DOUBLE is
     -- Add `other' to Current.
      external "CSE"
      end;

   infix "-" (other: DOUBLE): DOUBLE is
     -- Subtract `other' from Current.
      external "CSE"
      end;

   infix "*" (other: DOUBLE): DOUBLE is
     -- Multiply `other' by Current.
      external "CSE"
      end;

   infix "/" (other: DOUBLE): DOUBLE is
     -- Divide Current by `other'.
      external "CSE"
      end;

   infix "^" (exp : INTEGER): DOUBLE is
     -- Raise Current to `exp'-th power.
     -- Note: use ANSI C pow.
      external "CSE"
      end;

   prefix "+" : DOUBLE is
      do
     Result := Current
      end;

   prefix "-": DOUBLE is
      external "CSE"
      end;

   abs: DOUBLE is
      do
     if Current < 0.0 then
        Result := -Current;
     else
        Result := Current;
     end;
      end;

   infix "<" (other: DOUBLE): BOOLEAN is
     -- Is Current less than `other'?
      external "CSE"
      end;

   compare(other: DOUBLE): INTEGER is
     -- Compare Current with `other'.
     -- '<' <==> Result < 0
     -- '>' <==> Result > 0
     -- Otherwise Result = 0
      do
     if Current < other then
        Result := -1
     else
        if Current > other then
           Result := 1
        end;
     end;
      end;

   valid_divisor(other: DOUBLE): BOOLEAN is
      do
     Result := (other /= 0.0)
      end;

   one: DOUBLE is 1.0;

   zero: DOUBLE is 0.0;

   floor: INTEGER is
     -- Greatest integral value no greater than Current.
      external "CSE"
      ensure
     result_no_greater: Result <= Current;
     close_enough: Current - Result < one;
      end;

   ceiling: INTEGER is
     -- Smallest integral value no smaller than Current.
      do
     Result := floor + 1;
      ensure
     result_no_smaller: Result >= Current;
     -- *** BUG in ELKS :
     -- close_enough: Result - Current < one;
      end;

   truncated_to_integer: INTEGER is
     -- Integer part (same sign, largest absolute value
     -- no greater than Current).
      local

      do
     Result := floor;
     if 0.5 + Result < Current then
        Result := ceiling;
     end;
      end;

   to_real: REAL is
     -- Note: C conversion from "double" to "float".
     -- Thus, Result can be undefine (ANSI C).
      external "CSE"
      end;

   to_string: STRING is
     -- Convert the DOUBLE into a new allocated STRING.
     -- Note: see `append_in' to save memory.
      do
     !!Result.make(0);
     append_in(Result);
      end;

   append_in(str: STRING) is
     -- Append the equivalent of `to_string' at the end of
     -- `str'. Thus you can save memory because no other
     -- STRING is allocate for the job.
      require
     str /= Void;
      local
     d: DOUBLE;
     i: INTEGER;
      do
     if Current < 0 then
        str.extend('-');
        d := -Current;
     else
        d := Current;
     end;
     i := d.floor;
     i.append_in(str);
     str.extend('.');
     d := d - i;
     from
     invariant
        d < 1;
     until
        d = 0.0
     loop
        d := d * 10.0;
        i := d.floor;
        d := d - i;
        str.extend(i.digit);
     end;
      end;

   to_string_format(d: INTEGER): STRING is
     -- Convert the DOUBLE into a new allocated STRING including
     -- only `d' digits in fractionnal part.
     -- Note: see `append_in_format' to save memory.
      do
     !!Result.make(0);
     append_in(Result);
      end;

   append_in_format(str: STRING; f: INTEGER) is
     -- Same as `append_in' but produce only `f' digit of
     -- the fractionnal part.
      require
     str /= Void;
     f >= 0;
      local
     r: DOUBLE;
     i, f_count: INTEGER;
      do
     if Current < 0 then
        str.extend('-');
        r := -Current;
     else
        r := Current;
     end;
     i := r.floor;
     i.append_in(str);
     str.extend('.');
     r := r - i;
     from
        f_count := f;
     invariant
           r < 1;
     until
        f_count = 0
     loop
        r := r * 10.0;
        i := r.floor;
        r := r - i;
        str.extend(i.digit);
        f_count := f_count - 1;
     end;
      end;

   sqrt: DOUBLE is
     -- Compute the square routine.
     -- Note: use ANSI C sqrt.
      require
     Current >= 0;
      external "CSE"
      end;

end -- DOUBLE