/* Work with a positive number so as to make the "floor" rounding
always round towards zero. */
- gdb_mpq abs_val (val);
- mpq_abs (abs_val.val, abs_val.val);
+ gdb_mpq abs_val (m_val);
+ mpq_abs (abs_val.m_val, abs_val.m_val);
/* Convert our rational number into a quotient and remainder,
with "floor" rounding, which in our case means rounding
gdb_mpz quotient, remainder;
mpz_fdiv_qr (quotient.m_val, remainder.m_val,
- mpq_numref (abs_val.val), mpq_denref (abs_val.val));
+ mpq_numref (abs_val.m_val), mpq_denref (abs_val.m_val));
/* Multiply the remainder by 2, and see if it is greater or equal
to abs_val's denominator. If yes, round to the next integer. */
mpz_mul_ui (remainder.m_val, remainder.m_val, 2);
- if (mpz_cmp (remainder.m_val, mpq_denref (abs_val.val)) >= 0)
+ if (mpz_cmp (remainder.m_val, mpq_denref (abs_val.m_val)) >= 0)
mpz_add_ui (quotient.m_val, quotient.m_val, 1);
/* Re-apply the sign if needed. */
- if (mpq_sgn (val) < 0)
+ if (mpq_sgn (m_val) < 0)
mpz_neg (quotient.m_val, quotient.m_val);
return quotient;
gdb_mpz vz;
vz.read (buf, byte_order, unsigned_p);
- mpq_set_z (val, vz.m_val);
- mpq_mul (val, val, scaling_factor.val);
+ mpq_set_z (m_val, vz.m_val);
+ mpq_mul (m_val, m_val, scaling_factor.m_val);
}
/* See gmp-utils.h. */
enum bfd_endian byte_order, bool unsigned_p,
const gdb_mpq &scaling_factor) const
{
- gdb_mpq unscaled (val);
+ gdb_mpq unscaled (m_val);
- mpq_div (unscaled.val, unscaled.val, scaling_factor.val);
+ mpq_div (unscaled.m_val, unscaled.m_val, scaling_factor.m_val);
gdb_mpz unscaled_z = unscaled.get_rounded ();
unscaled_z.write (buf, byte_order, unsigned_p);
struct gdb_mpq
{
- mpq_t val;
-
/* Constructors. */
- gdb_mpq () { mpq_init (val); }
+ gdb_mpq () { mpq_init (m_val); }
explicit gdb_mpq (const mpq_t &from_val)
{
- mpq_init (val);
- mpq_set (val, from_val);
+ mpq_init (m_val);
+ mpq_set (m_val, from_val);
}
gdb_mpq (const gdb_mpq &from)
{
- mpq_init (val);
- mpq_set (val, from.val);
+ mpq_init (m_val);
+ mpq_set (m_val, from.m_val);
}
explicit gdb_mpq (gdb_mpq &&from)
{
- mpq_init (val);
- mpq_swap (val, from.val);
+ mpq_init (m_val);
+ mpq_swap (m_val, from.m_val);
}
gdb_mpq (const gdb_mpz &num, const gdb_mpz &denom)
{
- mpq_init (val);
- mpz_set (mpq_numref (val), num.m_val);
- mpz_set (mpq_denref (val), denom.m_val);
- mpq_canonicalize (val);
+ mpq_init (m_val);
+ mpz_set (mpq_numref (m_val), num.m_val);
+ mpz_set (mpq_denref (m_val), denom.m_val);
+ mpq_canonicalize (m_val);
}
gdb_mpq (long num, long denom)
{
- mpq_init (val);
- mpq_set_si (val, num, denom);
- mpq_canonicalize (val);
+ mpq_init (m_val);
+ mpq_set_si (m_val, num, denom);
+ mpq_canonicalize (m_val);
}
/* Copy assignment operator. */
gdb_mpq &operator= (const gdb_mpq &from)
{
- mpq_set (val, from.val);
+ mpq_set (m_val, from.m_val);
return *this;
}
gdb_mpq &operator= (gdb_mpq &&from)
{
- mpq_swap (val, from.val);
+ mpq_swap (m_val, from.m_val);
return *this;
}
gdb_mpq &operator= (const gdb_mpz &from)
{
- mpq_set_z (val, from.m_val);
+ mpq_set_z (m_val, from.m_val);
return *this;
}
gdb_mpq &operator= (double d)
{
- mpq_set_d (val, d);
+ mpq_set_d (m_val, d);
return *this;
}
/* Return the sign of this value. This returns -1 for a negative
value, 0 if the value is 0, and 1 for a positive value. */
int sgn () const
- { return mpq_sgn (val); }
+ { return mpq_sgn (m_val); }
gdb_mpq operator+ (const gdb_mpq &other) const
{
gdb_mpq result;
- mpq_add (result.val, val, other.val);
+ mpq_add (result.m_val, m_val, other.m_val);
return result;
}
gdb_mpq operator- (const gdb_mpq &other) const
{
gdb_mpq result;
- mpq_sub (result.val, val, other.val);
+ mpq_sub (result.m_val, m_val, other.m_val);
return result;
}
gdb_mpq operator* (const gdb_mpq &other) const
{
gdb_mpq result;
- mpq_mul (result.val, val, other.val);
+ mpq_mul (result.m_val, m_val, other.m_val);
return result;
}
gdb_mpq operator/ (const gdb_mpq &other) const
{
gdb_mpq result;
- mpq_div (result.val, val, other.val);
+ mpq_div (result.m_val, m_val, other.m_val);
return result;
}
gdb_mpq &operator*= (const gdb_mpq &other)
{
- mpq_mul (val, val, other.val);
+ mpq_mul (m_val, m_val, other.m_val);
return *this;
}
gdb_mpq &operator/= (const gdb_mpq &other)
{
- mpq_div (val, val, other.val);
+ mpq_div (m_val, m_val, other.m_val);
return *this;
}
bool operator== (const gdb_mpq &other) const
{
- return mpq_cmp (val, other.val) == 0;
+ return mpq_cmp (m_val, other.m_val) == 0;
}
bool operator< (const gdb_mpq &other) const
{
- return mpq_cmp (val, other.val) < 0;
+ return mpq_cmp (m_val, other.m_val) < 0;
}
/* Return a string representing VAL as "<numerator> / <denominator>". */
- std::string str () const { return gmp_string_printf ("%Qd", val); }
+ std::string str () const { return gmp_string_printf ("%Qd", m_val); }
/* Return VAL rounded to the nearest integer. */
gdb_mpz get_rounded () const;
gdb_mpz as_integer () const
{
gdb_mpz result;
- mpz_tdiv_q (result.m_val, mpq_numref (val), mpq_denref (val));
+ mpz_tdiv_q (result.m_val, mpq_numref (m_val), mpq_denref (m_val));
return result;
}
/* Return this value converted to a host double. */
double as_double () const
- { return mpq_get_d (val); }
+ { return mpq_get_d (m_val); }
/* Set VAL from the contents of the given byte array (BUF), which
contains the unscaled value of a fixed point type object.
const gdb_mpq &scaling_factor) const;
/* The destructor. */
- ~gdb_mpq () { mpq_clear (val); }
+ ~gdb_mpq () { mpq_clear (m_val); }
+
+private:
+
+ friend struct gdb_mpf;
+
+ mpq_t m_val;
};
/* A class to make it easier to use GMP's mpf_t values within GDB.
gdb_mpq tmp_q;
tmp_q.read_fixed_point (buf, byte_order, unsigned_p, scaling_factor);
- mpf_set_q (val, tmp_q.val);
+ mpf_set_q (val, tmp_q.m_val);
}
/* The destructor. */