Compute the inverse hyperbolic tangent of x.
Return the “principal value” (for a description of this, see numpy.arctanh) of arctanh(x). For real x such that abs(x) < 1, this is a real number. If abs(x) > 1, or if x is complex, the result is complex. Finally, x = 1 returns``inf`` and x=-1 returns -inf.
The value(s) whose arctanh is (are) required.
The inverse hyperbolic tangent(s) of the x value(s). If x was a scalar so is out, otherwise an array is returned.
See also
For an arctanh() that returns NAN when real x is not in the interval (-1,1), use numpy.arctanh (this latter, however, does return +/-inf for x = +/-1).
>>> import numpy as np >>> np.set_printoptions(precision=4)
>>> np.emath.arctanh(0.5) 0.5493061443340549
>>> import warnings
>>> with warnings.catch_warnings():
... warnings.simplefilter('ignore', RuntimeWarning)
... np.emath.arctanh(np.eye(2))
array([[inf, 0.],
[ 0., inf]])
>>> np.emath.arctanh([1j])
array([0.+0.7854j])
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https://numpy.org/doc/2.4/reference/generated/numpy.lib.scimath.arctanh.html