docs: def rolling_window(array, window=(0,), asteps=None, wsteps=None, axes=None, toend=True):
      """Create a view of `array` which for every point gives the n-dimensional
      neighbourhood of size window. New dimensions are added at the end of
      `array` or after the corresponding original dimension.
  
      Parameters
      ----------
      array : array_like
          Array to which the rolling window is applied.
      window : int or tuple
          Either a single integer to create a window of only the last axis or a
          tuple to create it for the last len(window) axes. 0 can be used as a
          to ignore a dimension in the window.
      asteps : tuple
          Aligned at the last axis, new steps for the original array, ie. for
          creation of non-overlapping windows. (Equivalent to slicing result)
      wsteps : int or tuple (same size as window)
          steps for the added window dimensions. These can be 0 to repeat values
          along the axis.
      axes: int or tuple
          If given, must have the same size as window. In this case window is
          interpreted as the size in the dimension given by axes. IE. a window
          of (2, 1) is equivalent to window=2 and axis=-2.
      toend : bool
          If False, the new dimensions are right after the corresponding original
          dimension, instead of at the end of the array. Adding the new axes at the
          end makes it easier to get the neighborhood, however toend=False will give
          a more intuitive result if you view the whole array.
  
      Returns
      -------
      A view on `array` which is smaller to fit the windows and has windows added
      dimensions (0s not counting), ie. every point of `array` is an array of size
      window.
  
      Examples
      --------
      >>> a = np.arange(9).reshape(3,3)
      >>> rolling_window(a, (2,2))
      array([[[[0, 1],
               [3, 4]],
  
              [[1, 2],
               [4, 5]]],
  
  
             [[[3, 4],
               [6, 7]],
  
              [[4, 5],
               [7, 8]]]])
  
      Or to create non-overlapping windows, but only along the first dimension:
      >>> rolling_window(a, (2,0), asteps=(2,1))
      array([[[0, 3],
              [1, 4],
              [2, 5]]])
  
      Note that the 0 is discared, so that the output dimension is 3:
      >>> rolling_window(a, (2,0), asteps=(2,1)).shape
      (1, 3, 2)
  
      This is useful for example to calculate the maximum in all (overlapping)
      2x2 submatrixes:
      >>> rolling_window(a, (2,2)).max((2,3))
      array([[4, 5],
             [7, 8]])
  
      Or delay embedding (3D embedding with delay 2):
      >>> x = np.arange(10)
      >>> rolling_window(x, 3, wsteps=2)
      array([[0, 2, 4],
             [1, 3, 5],
             [2, 4, 6],
             [3, 5, 7],
             [4, 6, 8],
             [5, 7, 9]])
      """
      # pylint: disable=too-many-branches
      # pylint: disable=too-many-statements
  
      array = np.asarray(array)
      orig_shape = np.asarray(array.shape)
      window = np.atleast_1d(window).astype(int)  # maybe crude to cast to int...
  
      if axes is not None:
          axes = np.atleast_1d(axes)
          new_window = np.zeros(array.ndim, dtype=int)
          for axis, size in zip(axes, window):
              new_window[axis] = size
          window = new_window
  
      # Check if window is legal:
      if window.ndim > 1:
          raise ValueError("`window` must be one-dimensional.")
      if np.any(window < 0):
          raise ValueError("All elements of `window` must be larger then 1.")
      if len(array.shape) < len(window):
          raise ValueError("`window` length must be less or equal `array` dimension.")
  
      _asteps = np.ones_like(orig_shape)
      if asteps is not None:
          asteps = np.atleast_1d(asteps)
          if asteps.ndim != 1:
              raise ValueError("`asteps` must be either a scalar or one dimensional.")
          if len(asteps) > array.ndim:
              raise ValueError("`asteps` cannot be longer then the `array` dimension.")
          # does not enforce alignment, so that steps can be same as window too.
          _asteps[-len(asteps):] = asteps
  
          if np.any(asteps < 1):
              raise ValueError("All elements of `asteps` must be larger then 1.")
      asteps = _asteps
  
      _wsteps = np.ones_like(window)
      if wsteps is not None:
          wsteps = np.atleast_1d(wsteps)
          if wsteps.shape != window.shape:
              raise ValueError("`wsteps` must have the same shape as `window`.")
          if np.any(wsteps < 0):
              raise ValueError("All elements of `wsteps` must be larger then 0.")
  
          _wsteps[:] = wsteps
          _wsteps[window == 0] = 1  # make sure that steps are 1 for non-existing dims.
      wsteps = _wsteps
  
      # Check that the window would not be larger then the original:
      if np.any(orig_shape[-len(window):] < window * wsteps):
          raise ValueError("`window` * `wsteps` larger then `array` in at least one dimension.")
  
      new_shape = orig_shape  # just renaming...
  
      # For calculating the new shape 0s must act like 1s:
      _window = window.copy()
      _window[_window == 0] = 1
  
      new_shape[-len(window):] += wsteps - _window * wsteps
      new_shape = (new_shape + asteps - 1) // asteps
      # make sure the new_shape is at least 1 in any "old" dimension (ie. steps
      # is (too) large, but we do not care.
      new_shape[new_shape < 1] = 1
      shape = new_shape
  
      strides = np.asarray(array.strides)
      strides *= asteps
      new_strides = array.strides[-len(window):] * wsteps
  
      # The full new shape and strides:
      if toend:
          new_shape = np.concatenate((shape, window))
          new_strides = np.concatenate((strides, new_strides))
      else:
          _ = np.zeros_like(shape)
          _[-len(window):] = window
          _window = _.copy()
          _[-len(window):] = new_strides
          _new_strides = _
  
          new_shape = np.zeros(len(shape) * 2, dtype=int)
          new_strides = np.zeros(len(shape) * 2, dtype=int)
  
          new_shape[::2] = shape
          new_strides[::2] = strides
          new_shape[1::2] = _window
          new_strides[1::2] = _new_strides
  
      new_strides = new_strides[new_shape != 0]
      new_shape = new_shape[new_shape != 0]
  
      return np.lib.stride_tricks.as_strided(array, shape=new_shape, strides=new_strides)