diff --git a/Generator/doc/Generator/Generator.txt b/Generator/doc/Generator/Generator.txt
index 90bdba157d3..a1ca5ef790a 100644
--- a/Generator/doc/Generator/Generator.txt
+++ b/Generator/doc/Generator/Generator.txt
@@ -253,7 +253,7 @@ normalized.
 If needed a random radius (with relevant distribution)
 is used to put the point inside the ball.
 
-Pedro M. M. de Castro and Alexandru Tifrea coded generators for points in 
+During Google Summer of Code 2013, Pedro M. M. de Castro and Alexandru Tifrea coded generators for points in 
 triangle (2D and 3D) and in tetrahedra (3D). Basically, in order to generate 
 a random point in a \f$N\f$-simplex (a triangle for \f$N = 2\f$, and tetrahedron 
 for \f$N = 3\f$), we generate numbers \f$a_1,a_2,\ldots,a_N\f$ identically and independently 
diff --git a/Generator/package_info/Generator/copyright b/Generator/package_info/Generator/copyright
index 1ac9f5ec44d..a35c66ade4c 100644
--- a/Generator/package_info/Generator/copyright
+++ b/Generator/package_info/Generator/copyright
@@ -2,5 +2,4 @@ Utrecht University (The Netherlands),
 ETH Zurich (Switzerland),
 INRIA Sophia-Antipolis (France),
 Max-Planck-Institute Saarbruecken (Germany),
-Tel-Aviv University (Israel),
-Universidade Federal de Pernambuco (Brazil).
+Tel-Aviv University (Israel).