diff --git a/src/@epicell/fit_ellipse_3d.m b/src/@epicell/fit_ellipse_3d.m
index 19cbdb5edbfffe6d13a0f4c1d04dc8ec793b146f..121a93652df048061b41d5599101b30915b2da08 100644
--- a/src/@epicell/fit_ellipse_3d.m
+++ b/src/@epicell/fit_ellipse_3d.m
@@ -1,7 +1,7 @@
 function [ f3d, v ] = fit_ellipse_3d( p, E, method )
 %FIT_ELLIPSE_3D Fit a 2D ellipse to a set of 3D points.
-%   The fit requires (or compute) the Euler angles of the plane fitted
-%   through the opints, so that we can project them on this plane. We then
+%   The fit requires (or computes) the Euler angles of the plane fitted
+%   through the points, so that we can project them on this plane. We then
 %   make a 2D ellipse fit on the projected points. This turns to be much
 %   more robust than a 3D fit, and also closely match our configuration.
 %