diff --git a/ShoulderCase/@Glenoid/measureBetaAngle.m b/ShoulderCase/@Glenoid/measureBetaAngle.m
index 9a461d7..d2eb517 100644
--- a/ShoulderCase/@Glenoid/measureBetaAngle.m
+++ b/ShoulderCase/@Glenoid/measureBetaAngle.m
@@ -1,18 +1,18 @@
 function measureBetaAngle(obj)
   % Glenoid BETA angle is the angle between the floor of the supraspinatus fossa 
   % marked by a sclerotic line and the glenoid fossa line. The floor of the 
   % supraspinatus fossa is the line fitted to the scapular groove points.
   % The glenoid fossa line is the glenoid supero-inferior line.
-  supraspinatusFossaFloor = Vector(fitLine(obj.scapula.groove)')
+  supraspinatusFossaFloor = Vector(fitLine(obj.scapula.groove)');
   supraspinatusFossaFloor = supraspinatusFossaFloor.orientToward(obj.scapula.coordSys.ML); 
   betaRotation = vrrotvec(supraspinatusFossaFloor.vector, -obj.inferoSuperiorLine.vector);
 
   % Unlike glenoid retroversion angle, glenoid beta angle method doesn't set
   % the sign of this angle which should be compared to the rotation axis alignment
   % with scapular PA axis. However, this alignement depends on the shoulder side.
   % It's assumed that glenoid supero-inferior line will always be aligned with
   % scapular SI axis, and supraspinatusFossaFloor line will always be aligned 
   % with scapular ML axis. Therefore glenoid beta angle will always be a 
   % positive number.
   obj.beta = rad2deg(betaRotation(4));
 end
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diff --git a/ShoulderCase/@Humerus/measureSubluxationIndex3D.m b/ShoulderCase/@Humerus/measureSubluxationIndex3D.m
index 822979a..0859833 100644
--- a/ShoulderCase/@Humerus/measureSubluxationIndex3D.m
+++ b/ShoulderCase/@Humerus/measureSubluxationIndex3D.m
@@ -1,15 +1,15 @@
-function measureSubluxationindex3D(obj)
+function measureSubluxationIndex3D(obj)
 % -	GL: (Glenoid Line) Line that joins the most anterior glenoid rim point and 
 %         the most posterior glenoid rim point.
 % -	HHv: (Humeral Head vector) Vector from the glenoid center to the humeral 
 %         head’s fitted sphere center.
 % -	HHp: (Humeral Head projection) Projection of HHv on GL.
 % -	HHr: (Humeral Head radius) Humeral head’s fitted sphere radius.
 %
 % The 3D humeral subluxation index is the ratio of ||HHp|| + ||HHr|| over 2*||HHr||.
   GL = obj.shoulder.scapula.glenoid.posteroAnteriorLine;
   HHv = Vector(obj.shoulder.scapula.glenoid.center, obj.center);
   HHp = GL.project(HHv);
   HHr = obj.radius;
   obj.subluxationIndex3D = (HHp.norm + HHr) / (2*HHr);
 end
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