Python math.modf() Examples

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, (v1,v2), (e1,e2)))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def _encode_val(value):
        """
            Encode a tick value(open or high or low, etc) as 2 RBG pixels.
            One pixel for interger section and other pixel for fractional section.
        """
        fract, inte = math.modf(value)
        fract = str(int(fract*1000000))
        inte = str(int(inte))
        for i in range(0, 6-len(inte)):
            inte = "0" + inte
        for i in range(0, 6-len(fract)):
            fract = "0" + fract
        pix1 = (int(inte[:2]) + 100,
                int(inte[2:4]) + 100,
                int(inte[4:]) + 100)
        pix2 = (int(fract[:2]) + 100,
                int(fract[2:4]) + 100,
                int(fract[4:]) + 100)
        return [pix1, pix2] 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, (v1,v2), (e1,e2)))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, (v1,v2), (e1,e2)))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def _get_use_and_withhold_idxs_for_filepath(self, N_samples_in_filepath, 
			start_idx_for_filepath,  train_pct_for_filepath, seed):
		"""
		
		Given characteristics for a filepath (# samples, training pct, and starting idx relative to the corpus),
		uses random selection to return train and test (corpus-based) indices.

		Arguments:
			N_samples_in_filepath: Int 
			start_idx_for_filepath: Int 
			train_pct_for_filepath: Float. 
			seed: Int
				Sets random seed. 
		"""
		np.random.seed(seed=seed)
		permuted_row_idxs=np.random.permutation(N_samples_in_filepath)
		samples_to_use_in_filepath_as_float=train_pct_for_filepath*N_samples_in_filepath
		decimal_part, int_part = math.modf(samples_to_use_in_filepath_as_float)
		last_train_idx_in_this_file=int(int_part)+np.random.binomial(n=1, p=decimal_part) #important if only one sample per file 
		train_indices = permuted_row_idxs[:last_train_idx_in_this_file]+start_idx_for_filepath		
		test_indices = permuted_row_idxs[last_train_idx_in_this_file:]+start_idx_for_filepath		
		return train_indices, test_indices 

def match_length(noise,sr,desired_length):
    noise2 = np.array([])
    final_noiselength = sr*desired_length
    original_noiselength = len(noise)
    frac, int_len = math.modf(final_noiselength/original_noiselength)
    for i in range(int(int_len)):
        noise2 = np.append(noise2,noise)
    if frac:
        max_index = int(original_noiselength*frac)
        end_index = len(noise) - max_index
        rand_start = random.randrange(0,end_index)
        noise2 = np.append(noise2,noise[rand_start:rand_start+max_index])
    if len(noise2) != final_noiselength:
        diff = int(final_noiselength - len(noise2))
        if diff < 0:
            noise2 = noise2[:diff]
        else:
            noise2 = np.append(noise2,np.zeros(diff,))
    return(noise2) 

def _fromtimestamp(cls, t, utc, tz):
        """Construct a datetime from a POSIX timestamp (like time.time()).

        A timezone info object may be passed in as well.
        """
        frac, t = _math.modf(t)
        us = round(frac * 1e6)
        if us >= 1000000:
            t += 1
            us -= 1000000
        elif us < 0:
            t -= 1
            us += 1000000

        converter = _time.gmtime if utc else _time.localtime
        y, m, d, hh, mm, ss, weekday, jday, dst = converter(t)
        ss = min(ss, 59)    # clamp out leap seconds if the platform has them
        return cls(y, m, d, hh, mm, ss, us, tz) 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, result, expected))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def dd2dms(lat, lon):
        latf, latn = math.modf(lat)
        lonf, lonn = math.modf(lon)
        latd = int(latn)
        latm = int(latf * 60)
        lats = (lat - latd - latm / 60) * 3600.00
        lond = int(lonn)
        lonm = int(lonf * 60)
        lons = (lon - lond - lonm / 60) * 3600.00
        compass = {
            'lat': ('N','S'),
            'lon': ('E','W')
        }
        lat_compass = compass['lat'][0 if latd >= 0 else 1]
        lon_compass = compass['lon'][0 if lond >= 0 else 1]
        return '{}º {}\' {:.2f}" {}, {}º {}\' {:.2f}" {}'.format(abs(latd), 
        	abs(latm), abs(lats), lat_compass, abs(lond), 
        	abs(lonm), abs(lons), lon_compass) 

def _fromtimestamp(cls, t, utc, tz):
        """Construct a datetime from a POSIX timestamp (like time.time()).

        A timezone info object may be passed in as well.
        """
        frac, t = _math.modf(t)
        us = round(frac * 1e6)
        if us >= 1000000:
            t += 1
            us -= 1000000
        elif us < 0:
            t -= 1
            us += 1000000

        converter = _time.gmtime if utc else _time.localtime
        y, m, d, hh, mm, ss, weekday, jday, dst = converter(t)
        ss = min(ss, 59)    # clamp out leap seconds if the platform has them
        return cls(y, m, d, hh, mm, ss, us, tz) 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, result, expected))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, (v1,v2), (e1,e2)))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def angle_between(self, other: Any) -> float:
        """
        Returns angle between `self` and `other` in radians. +angle is counter clockwise orientation.

        Args:
            other: :class:`Vector` compatible object

        """
        v2 = self.__class__(other)
        cos_theta = self.dot(v2) / (self.magnitude * v2.magnitude)
        abs_cos_theta = math.fabs(cos_theta)
        if abs_cos_theta > 1.0:
            if abs_cos_theta - 1.0 < 1e-5:
                cos_theta = math.modf(cos_theta)[1]
            else:
                raise ValueError(f'domain error: {cos_theta}')
        return math.acos(cos_theta) 

def _get_interp1d_bin_mask(self, seg_xmin, seg_xmax, tscale, num_sample, num_sample_perbin):
        # generate sample mask for a boundary-matching pair
        plen = float(seg_xmax - seg_xmin)
        plen_sample = plen / (num_sample * num_sample_perbin - 1.0)
        total_samples = [
            seg_xmin + plen_sample * ii
            for ii in range(num_sample * num_sample_perbin)
        ]
        p_mask = []
        for idx in range(num_sample):
            bin_samples = total_samples[idx * num_sample_perbin:(idx + 1) * num_sample_perbin]
            bin_vector = np.zeros([tscale])
            for sample in bin_samples:
                sample_upper = math.ceil(sample)
                sample_decimal, sample_down = math.modf(sample)
                if int(sample_down) <= (tscale - 1) and int(sample_down) >= 0:
                    bin_vector[int(sample_down)] += 1 - sample_decimal
                if int(sample_upper) <= (tscale - 1) and int(sample_upper) >= 0:
                    bin_vector[int(sample_upper)] += sample_decimal
            bin_vector = 1.0 / num_sample_perbin * bin_vector
            p_mask.append(bin_vector)
        p_mask = np.stack(p_mask, axis=1)
        return p_mask 

def _fromtimestamp(cls, t, utc, tz):
        """Construct a datetime from a POSIX timestamp (like time.time()).

        A timezone info object may be passed in as well.
        """
        frac, t = _math.modf(t)
        us = round(frac * 1e6)
        if us >= 1000000:
            t += 1
            us -= 1000000
        elif us < 0:
            t -= 1
            us += 1000000

        converter = _time.gmtime if utc else _time.localtime
        y, m, d, hh, mm, ss, weekday, jday, dst = converter(t)
        ss = min(ss, 59)    # clamp out leap seconds if the platform has them
        return cls(y, m, d, hh, mm, ss, us, tz) 

def testModf(self):
        self.assertRaises(TypeError, math.modf)

        def testmodf(name, result, expected):
            (v1, v2), (e1, e2) = result, expected
            if abs(v1-e1) > eps or abs(v2-e2):
                self.fail('%s returned %r, expected %r'%\
                          (name, result, expected))

        testmodf('modf(1.5)', math.modf(1.5), (0.5, 1.0))
        testmodf('modf(-1.5)', math.modf(-1.5), (-0.5, -1.0))

        self.assertEqual(math.modf(INF), (0.0, INF))
        self.assertEqual(math.modf(NINF), (-0.0, NINF))

        modf_nan = math.modf(NAN)
        self.assertTrue(math.isnan(modf_nan[0]))
        self.assertTrue(math.isnan(modf_nan[1])) 

def _get_interp1d_bin_mask(seg_xmin, seg_xmax, tscale, num_sample,
                           num_sample_perbin):
    """ generate sample mask for a boundary-matching pair """
    plen = float(seg_xmax - seg_xmin)
    plen_sample = plen / (num_sample * num_sample_perbin - 1.0)
    total_samples = [
        seg_xmin + plen_sample * ii
        for ii in range(num_sample * num_sample_perbin)
    ]
    p_mask = []
    for idx in range(num_sample):
        bin_samples = total_samples[idx * num_sample_perbin:(idx + 1) *
                                    num_sample_perbin]
        bin_vector = np.zeros([tscale])
        for sample in bin_samples:
            sample_upper = math.ceil(sample)
            sample_decimal, sample_down = math.modf(sample)
            if int(sample_down) <= (tscale - 1) and int(sample_down) >= 0:
                bin_vector[int(sample_down)] += 1 - sample_decimal
            if int(sample_upper) <= (tscale - 1) and int(sample_upper) >= 0:
                bin_vector[int(sample_upper)] += sample_decimal
        bin_vector = 1.0 / num_sample_perbin * bin_vector
        p_mask.append(bin_vector)
    p_mask = np.stack(p_mask, axis=1)
    return p_mask 

def formatLength(seconds):
    hours, remainder = divmod(seconds, 3600)
    minutes, remseconds = divmod(remainder, 60)
    string = ''
    if hours:
        minformat = '%02d'
    else:
        minformat = '%d'

    if hours or minutes:
        minseconds = '%02d'
    else:
        minseconds = '%d'

    string = ':'.join([y % x for x, y in [(hours, '%d'), (minutes, minformat),
                                          (remseconds, minseconds)] if x])
    miliseconds = math.modf(remseconds)[0]
    if miliseconds:
        string += '{0:.3f}'.format(miliseconds)[1:]
    return string 

def _setv(self, off, a):
        self.lock.acquire()
        for v in a:
            (f, i) = math.modf(v)  # split into fraction and integer
            f = int(round(f * 10000))  # we only need 3dp
            (l, h) = self.to_le(int(i))
            self.lcd_data[off] = l
            self.lcd_data[off + 1] = h
            (l, h) = self.to_le(f, v < 0)
            self.lcd_data[off + 2] = l
            self.lcd_data[off + 3] = h
            off += 4
        self.lock.release() 

def convert_timeval(seconds_since_epoch):
    """Convert time into C style timeval."""
    frac, whole = math.modf(seconds_since_epoch)
    microseconds = math.floor(frac * 1000000)
    seconds = math.floor(whole)
    return seconds, microseconds 

def microtime(get_as_float=False):
    if get_as_float:
        return time.time()
    else:
        return '%.8f %d' % math.modf(time.time()) 

def ra2hhmmss(deg):
    """Convert RA coordinate (in degrees) to HH MM SS"""

    from math import modf
    if deg < 0:
        deg += 360.0
    x, hh = modf(deg/15.)
    x, mm = modf(x*60)
    ss = x*60

    return (int(hh), int(mm), ss) 

def dec2ddmmss(deg):
    """Convert DEC coordinate (in degrees) to DD MM SS"""

    from math import modf
    sign = (-1 if deg < 0 else 1)
    x, dd = modf(abs(deg))
    x, ma = modf(x*60)
    sa = x*60

    return (int(dd), int(ma), sa, sign) 

def datetime_factory(**kwargs):
    second = kwargs.get('second')
    if second is not None:
        f, i = math.modf(second)
        kwargs['second'] = int(i)
        kwargs['microsecond'] = int(f * 1000000)
    try:
        return datetime.datetime(**kwargs)
    except ValueError as e:
        raise DateTimeRangeError(e.args[0]) 

def _get_bytes_from_float(memstr, shift, mem_unit_len):
    try:
        if mem_unit_len == 0:
            memnum = float(memstr)
        else:
            memnum = float(memstr[:-mem_unit_len])
    except ValueError:
        return memstr

    if memstr == '0':
        return int(0)
    f, i = math.modf(memnum)
    num = 1 << shift
    totalmem = (i * num) + (f * num)
    return int(totalmem)

# Used in top command output 

def glot_to_gpst(gpst_current_epoch, tod_seconds):
    """
    Converts GLOT to GPST
    :param gpst_current_epoch: Current epoch of the measurement in GPST
    :param tod_seconds: Time of days as number of seconds
    :return: Time of week in seconds
    """
    (tod_sec_frac, tod_sec) = math.modf(tod_seconds)
    tod_sec = int(tod_sec)

    # Get the GLONASS epoch given the current GPS time
    glo_epoch = datetime.datetime(year=gpst_current_epoch.year,
                                  month=gpst_current_epoch.month,
                                  day=gpst_current_epoch.day,
                                  hour=gpst_current_epoch.hour,
                                  minute=gpst_current_epoch.minute,
                                  second=gpst_current_epoch.second)\
                                  + datetime.timedelta(
                                  hours=3,
                                  seconds=-CURRENT_GPS_LEAP_SECOND)
    # Adjust the GLONASS time with the TOD measurements
    glo_tod = datetime.datetime(year=glo_epoch.year,
                                month=glo_epoch.month,
                                day=glo_epoch.day) + datetime.timedelta(seconds=tod_sec)

    # The day of week in seconds needs to reflect the time passed before the current day starts
    day_of_week_sec = (glo_tod.isoweekday()) * DAYSEC

    # Compute time of week in seconds
    tow_sec = day_of_week_sec + tod_seconds - GLOT_TO_UTC + CURRENT_GPS_LEAP_SECOND

    return tow_sec

# ------------------------------------------------------------------------------ 

def setCostTime( self, costTimeSec ):
        minValueStr = '00'
        secValueStr = '00'
        millisecValueStr = '000'
        if costTimeSec != 0:
            costTimeSecMod = math.modf(costTimeSec)
            minValue = int(costTimeSecMod[1] / 60)
            if minValue < 10:
                minValueStr = '0' + str(minValue)
            elif minValue <= 59:
                minValueStr = str(minValue)
            else:
                minValueStr = 'xx'
            secValue = int(costTimeSecMod[1]) % 60
            if secValue < 10:
                secValueStr = '0' + str(secValue)
            else:
                secValueStr = str(secValue)
            millisecValue = int(costTimeSecMod[0] * 1000)
            if millisecValue < 10:
                millisecValueStr = '00' + str(millisecValue)
            elif millisecValue < 100:
                millisecValueStr = '0' + str(millisecValue)
            else:
                millisecValueStr = str(millisecValue)
        self.m_staticText_costTime.SetLabel(' ' + minValueStr + ':' + secValueStr + '.' + millisecValueStr) 

def interp_data(x, f=2.0):
	new_dim = int(x.shape[0]*f)
	output = np.empty((new_dim,) + x.shape[1:], dtype=np.float32)
	for i in range(new_dim):
		a, b1 = math.modf(float(i) / f)
		b2 = min(b1 + 1, x.shape[0] - 1)
		output[i] = x[int(b1)]*(1-a) + x[int(b2)]*a
	return output 

def fpart(x):
    """Return fractional part of given number."""
    return math.modf(x)[0] 

def ipart(x):
    """Return integer part of given number."""
    return math.modf(x)[1]