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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def clip_global_norm(arrays, max_norm, check_isfinite=True):
 """Rescales NDArrays so that the sum of their 2-norm is smaller than `max_norm`. Parameters arrays : list of NDArray max_norm : float check_isfinite : bool, default True If True, check that the total_norm is finite (not nan or inf). This requires a blocking .asscalar() call. Returns ------- NDArray or float Total norm. Return type is NDArray of shape (1,) if check_isfinite is False. Otherwise a float is returned. """

    def _norm(array):
        if array.stype == 'default':
            x = array.reshape((-1,))
            return ndarray.dot(x, x)
        return array.norm().square()
    assert len(arrays) > 0
    ctx = arrays[0].context
    total_norm = ndarray.add_n(*[_norm(arr).as_in_context(ctx) for arr in arrays])
    total_norm = ndarray.sqrt(total_norm)
    if check_isfinite:
        if not np.isfinite(total_norm.asscalar()):
            warnings.warn(
                UserWarning('nan or inf is detected. '
                            'Clipping results will be undefined.'), stacklevel=2)
    scale = max_norm / (total_norm + 1e-8)
    scale = ndarray.min(ndarray.concat(scale, ndarray.ones(1, ctx=ctx), dim=0))
    for arr in arrays:
        arr *= scale.as_in_context(arr.context)
    if check_isfinite:
        return total_norm.asscalar()
    else:
        return total_norm