Esempio n. 1
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 def getCohrenValue(size_of_selections, qty_of_selections, significance):
     size_of_selections += 1
     partResult1 = significance / (size_of_selections - 1)
     params = [
         partResult1, qty_of_selections,
         (size_of_selections - 1 - 1) * qty_of_selections
     ]
     fisher = f.isf(*params)
     result = fisher / (fisher + (size_of_selections - 1 - 1))
     return _pydecimal.Decimal(result).quantize(
         _pydecimal.Decimal('.0001')).__float__()
Esempio n. 2
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def check_fillchar(i):
    try:
        c = chr(i)
        c.encode('utf-8').decode()
        format(P.Decimal(0), c + '<19g')
        return c
    except:
        return None
Esempio n. 3
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def p_from_triple(triple):
    sign, coeff, exp = triple

    if coeff < 0 or coeff >= 2**128:
        raise ValueError("value out of bounds for a uint128 triple")

    digits = tuple(int(c) for c in str(coeff))

    return P.Decimal((sign, digits, exp))
Esempio n. 4
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def printit(testno, s, fmt, encoding=None):
    if not encoding:
        encoding = get_preferred_encoding()
    try:
        result = format(P.Decimal(s), fmt)
        fmt = str(fmt.encode(encoding))[2:-1]
        result = str(result.encode(encoding))[2:-1]
        if "'" in result:
            sys.stdout.write("xfmt%d  format  %s  '%s'  ->  \"%s\"\n"
                             % (testno, s, fmt, result))
        else:
            sys.stdout.write("xfmt%d  format  %s  '%s'  ->  '%s'\n"
                             % (testno, s, fmt, result))
    except Exception as err:
        sys.stderr.write("%s  %s  %s\n" % (err, s, fmt))
Esempio n. 5
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    def check_ulpdiff(self, exact, rounded):
        # current precision
        p = context.p.prec

        # Convert infinities to the largest representable number + 1.
        x = exact
        if exact.is_infinite():
            x = _dec_from_triple(exact._sign, '10', context.p.Emax)
        y = rounded
        if rounded.is_infinite():
            y = _dec_from_triple(rounded._sign, '10', context.p.Emax)

        # err = (rounded - exact) / ulp(rounded)
        self.maxctx.prec = p * 2
        t = self.maxctx.subtract(y, x)
        if context.c.flags[C.Clamped] or \
           context.c.flags[C.Underflow]:
            # The standard ulp does not work in Underflow territory.
            ulp = self.harrison_ulp(y)
        else:
            ulp = self.standard_ulp(y, p)
        # Error in ulps.
        err = self.maxctx.divide(t, ulp)

        dir = self.rounding_direction(x, context.p.rounding)
        if dir == 0:
            if P.Decimal("-0.6") < err < P.Decimal("0.6"):
                return True
        elif dir == 1:  # directed, upwards
            if P.Decimal("-0.1") < err < P.Decimal("1.1"):
                return True
        elif dir == -1:  # directed, downwards
            if P.Decimal("-1.1") < err < P.Decimal("0.1"):
                return True
        else:  # ROUND_05UP
            if P.Decimal("-1.1") < err < P.Decimal("1.1"):
                return True

        print("ulp: %s  error: %s  exact: %s  c_rounded: %s" %
              (ulp, err, exact, rounded))
        return False
Esempio n. 6
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    def bin_resolve_ulp(self, t):
        """Check if results of _decimal's power function are within the
           allowed ulp ranges."""
        # NaNs are beyond repair.
        if t.rc.is_nan() or t.rp.is_nan():
            return False

        # "exact" result, double precision, half_even
        self.maxctx.prec = context.p.prec * 2

        op1, op2 = t.pop[0], t.pop[1]
        if t.contextfunc:
            exact = getattr(self.maxctx, t.funcname)(op1, op2)
        else:
            exact = getattr(op1, t.funcname)(op2, context=self.maxctx)

        # _decimal's rounded result
        rounded = P.Decimal(t.cresults[0])

        self.ulpdiff += 1
        return self.check_ulpdiff(exact, rounded)
Esempio n. 7
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    def rounding_direction(self, x, mode):
        """Determine the effective direction of the rounding when
           the exact result x is rounded according to mode.
           Return -1 for downwards, 0 for undirected, 1 for upwards,
           2 for ROUND_05UP."""
        cmp = 1 if x.compare_total(P.Decimal("+0")) >= 0 else -1

        if mode in (P.ROUND_HALF_EVEN, P.ROUND_HALF_UP, P.ROUND_HALF_DOWN):
            return 0
        elif mode == P.ROUND_CEILING:
            return 1
        elif mode == P.ROUND_FLOOR:
            return -1
        elif mode == P.ROUND_UP:
            return cmp
        elif mode == P.ROUND_DOWN:
            return -cmp
        elif mode == P.ROUND_05UP:
            return 2
        else:
            raise ValueError("Unexpected rounding mode: %s" % mode)
Esempio n. 8
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def fuzz():
    with open(sys.argv[1], errors="surrogateescape") as fp:
        data = fp.read()
    try:
        dp = decimal_py.Decimal(data)
        dc = decimal_c.Decimal(data)
    except ValueError:
        return
    except ZeroDivisionError:
        return
    except (decimal_py.InvalidOperation, decimal_c.InvalidOperation):
        return
    assert repr(dp) == repr(dc)
    assert dp.is_canonical() == dc.is_canonical()
    assert dp.is_finite() == dc.is_finite()
    assert dp.is_infinite() == dc.is_infinite()
    assert dp.is_nan() == dc.is_nan()
    assert dp.is_normal() == dc.is_normal()
    assert dp.is_snan() == dc.is_snan()
    assert dp.is_qnan() == dc.is_qnan()
    assert dp.is_signed() == dc.is_signed()
    assert dp.is_subnormal() == dc.is_subnormal()
    assert dp.is_zero() == dc.is_zero()
    try:
        assert repr(dp + dp) == repr(dc + dc)
        assert repr(dp - dp) == repr(dc - dc)
        assert repr(dp * dp) == repr(dc * dc)
        assert repr(dp.adjusted()) == repr(dc.adjusted())
        assert repr(dp.as_tuple()) == repr(dc.as_tuple())
        assert repr(dp.canonical()) == repr(dc.canonical())
        assert repr(dp.compare(dp)) == repr(dc.compare(dc))
        assert repr(dp.conjugate()) == repr(dc.conjugate())
        assert repr(dp.copy_abs()) == repr(dc.copy_abs())
        assert repr(dp.copy_negate()) == repr(dc.copy_negate())
        assert repr(dp.copy_sign(dp)) == repr(dc.copy_sign(dc))
        assert repr(dp.exp()) == repr(dc.exp())
        assert repr(dp.fma(1, 1)) == repr(dc.fma(1, 1))
        assert repr(dp.ln()) == repr(dc.ln())
        assert repr(dp.log10()) == repr(dc.log10())
        assert repr(dp.logb()) == repr(dc.logb())
        assert repr(dp.logical_and(dp)) == repr(dc.logical_and(dc))
        assert repr(dp.logical_invert()) == repr(dc.logical_invert())
        assert repr(dp.logical_or(dp)) == repr(dc.logical_or(dc))
        assert repr(dp.logical_xor(dp)) == repr(dc.logical_xor(dc))
        assert repr(dp.max(dp)) == repr(dc.max(dc))
        assert repr(dp.max_mag(dp)) == repr(dc.max_mag(dc))
        assert repr(dp.min(dp)) == repr(dc.min(dc))
        assert repr(dp.min_mag(dp)) == repr(dc.min_mag(dc))
        assert repr(dp.next_minus()) == repr(dc.next_minus())
        assert repr(dp.next_plus()) == repr(dc.next_plus())
        assert repr(dp.next_toward(dp)) == repr(dc.next_toward(dc))
        assert repr(dp.normalize()) == repr(dc.normalize())
        assert repr(dp.number_class()) == repr(dc.number_class())
        assert repr(dp.quantize(dp)) == repr(dc.quantize(dc))
        assert repr(dp.radix()) == repr(dc.radix())
        assert repr(dp.remainder_near(dp)) == repr(dc.remainder_near(dc))
        assert repr(dp.rotate(dp)) == repr(dc.rotate(dc))
        assert repr(dp.same_quantum(dp)) == repr(dc.same_quantum(dc))
        assert repr(dp.scaleb(dp)) == repr(dc.scaleb(dc))
        assert repr(dp.shift(dp)) == repr(dc.shift(dc))
        assert repr(dp.sqrt()) == repr(dc.sqrt())
        assert repr(dp.to_eng_string()) == repr(dc.to_eng_string())
        assert repr(dp.to_integral()) == repr(dc.to_integral())
        assert repr(dp.to_integral_exact()) == repr(dc.to_integral_exact())
        assert repr(dp.to_integral_value()) == repr(dc.to_integral_value())
        try:
            assert repr(dp.as_integer_ratio()) == repr(dc.as_integer_ratio())
            assert repr(round(dp, 1)) == repr(round(dc, 1))
            assert repr(float(dp)) == repr(float(dc))
            assert repr(int(dp)) == repr(int(dc))
            assert repr(math.floor(dp)) == repr(math.floor(dc))
            assert repr(math.ceil(dp)) == repr(math.ceil(dc))
        except OverflowError:
            pass
        except ValueError:
            pass
    except decimal_py.DecimalException:
        pass
Esempio n. 9
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 def getFisherValue(f3, f4, significance):
     return _pydecimal.Decimal(abs(f.isf(significance, f4, f3))).quantize(
         _pydecimal.Decimal('.0001')).__float__()
Esempio n. 10
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 def getStudentValue(f3, significance):
     return _pydecimal.Decimal(abs(t.ppf(significance / 2, f3))).quantize(
         _pydecimal.Decimal('.0001')).__float__()