@@ -180,30 +180,28 @@ def simplex_volume_in_embedding(vertices) -> float:

     That is: dim > len(vertices) - 1. For example if you would like to know the

     surface area of a triangle in a 3d space.

+    This algorithm has not been tested for numerical stability.

+

     Parameters

     ----------

-    vertices: arraylike (2 dimensional)

-        array of points

+    vertices : 2D arraylike of floats

     Returns

     -------

-    volume: int

+    volume : int

         the volume of the simplex with given vertices.

     Raises

     ------

-    ValueError:

+    ValueError

         if the vertices do not form a simplex (for example,

         because they are coplanar, colinear or coincident).

-

-    Warning: this algorithm has not been tested for numerical stability.

     """

     # Implements http://mathworld.wolfram.com/Cayley-MengerDeterminant.html

     # Modified from https://codereview.stackexchange.com/questions/77593/calculating-the-volume-of-a-tetrahedron

-    

-    vertices = np.array(vertices, dtype=float)

+    vertices = np.asarray(vertices, dtype=float)

     dim = len(vertices[0])

     if dim == 2:

         # Heron's formula