Let\'s say I have some 32-bit numbers and some 64-bit numbers:
>>> import numpy as np
>>> w = np.float32(2.4)
>>> x = np.float32(4.555
I am not exactly sure what you are trying to accomplish. However, this might help. You wrote
This seems to work reasonably well, but the precision number is also used up for numbers in front of the decimal place too, e.g. 34567.375768.
You can use %f
instead of g
. From the Python docs:
The precision is a decimal number indicating how many digits should be displayed after the decimal point for a floating point value formatted with 'f' and 'F', or before and after the decimal point for a floating point value formatted with 'g' or 'G'.
>>> z = np.float64(4.555555555555555)
>>> "%.3f" % z
'4.556'
>>> q = np.float64(2131234.555555555555555)
>>> "%.3f" % q
'2131234.556'
>>>
You could try to use the np.finfo function to get the precision corresponding to your float
finfo32 = np.finfo(np.float32)
finfo64 = np.finfo(np.float64)
finfo32.resolution = 1e-6
finfo64.resolution = 1e-15
Now that you know how many decimals you want, say, 6, just use a rstrip("0")
to get rid of the unnecessary 0s:
print ("%.6f" % your_float).strip("0")
If you're leaning towards %g
, perhaps you may want to use a dynamic format such as:
>>> strf = lambda v: ("%%.%ig" % max(np.ceil(np.log10(v)), 7)) % v
>>> strf(123.456789)
'123.45679'
>>> strf(123456789.12345)
'123456789'