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diff --git a/source/libnormaliz/HilbertSeries.cpp b/source/libnormaliz/HilbertSeries.cpp
index 311b839..47a84cd 100644
--- a/source/libnormaliz/HilbertSeries.cpp
+++ b/source/libnormaliz/HilbertSeries.cpp
@@ -399,7 +399,7 @@ void HilbertSeries::computeHilbertQuasiPolynomial() const {
     //divide by gcd //TODO operate directly on vector
     Matrix<mpz_class> QP(quasi_poly);
     mpz_class g = QP.matrix_gcd();
-    g = gcd(g,quasi_denom);
+    g = libnormaliz::gcd(g,quasi_denom);
     quasi_denom /= g;
     QP.scalar_division(g);
     //we use a normed shift, so that the cylcic shift % period always yields a non-negative integer
diff --git a/source/libnormaliz/matrix.cpp b/source/libnormaliz/matrix.cpp
index d643eca..ae7684c 100644
--- a/source/libnormaliz/matrix.cpp
+++ b/source/libnormaliz/matrix.cpp
@@ -735,7 +735,7 @@ Integer Matrix<Integer>::matrix_gcd() const{
     Integer g=0,h;
     for (size_t i = 0; i <nr; i++) {
         h = v_gcd(elem[i]);
-        g = gcd<Integer>(g, h);
+        g = libnormaliz::gcd<Integer>(g, h);
         if (g==1) return g;
     }
     return g;
@@ -1766,7 +1766,7 @@ vector<Integer> Matrix<Integer>::solve_rectangular(const vector<Integer>& v, Int
             return vector<Integer>();
         }
     }
-    Integer total_gcd =gcd(denom,v_gcd(Linear_Form)); // extract the gcd of denom and solution
+    Integer total_gcd = libnormaliz::gcd(denom,v_gcd(Linear_Form)); // extract the gcd of denom and solution
     denom/=total_gcd;
     v_scalar_division(Linear_Form,total_gcd);
     return Linear_Form;
diff --git a/source/libnormaliz/sublattice_representation.cpp b/source/libnormaliz/sublattice_representation.cpp
index e3a7c9d..f5bba3e 100644
--- a/source/libnormaliz/sublattice_representation.cpp
+++ b/source/libnormaliz/sublattice_representation.cpp
@@ -213,7 +213,7 @@ void Sublattice_Representation<Integer>::compose(const Sublattice_Representation
     
     //check if a factor can be extraced from B  //TODO necessary?
     Integer g = B.matrix_gcd();
-    g = gcd(g,c);  //TODO necessary??
+    g = libnormaliz::gcd(g,c);  //TODO necessary??
     if (g > 1) {
         c /= g;
         B.scalar_division(g);
diff --git a/source/libnormaliz/vector_operations.cpp b/source/libnormaliz/vector_operations.cpp
index 7c676e9..7103775 100644
--- a/source/libnormaliz/vector_operations.cpp
+++ b/source/libnormaliz/vector_operations.cpp
@@ -240,7 +240,7 @@ Integer v_gcd(const vector<Integer>& v){
     size_t i, size=v.size();
     Integer g=0;
     for (i = 0; i < size; i++) {
-        g=gcd(g,v[i]);
+        g = libnormaliz::gcd(g,v[i]);
         if (g==1) {
             return 1;
         }
@@ -255,7 +255,7 @@ Integer v_lcm(const vector<Integer>& v){
     size_t i,size=v.size();
     Integer g=1;
     for (i = 0; i < size; i++) {
-        g=lcm(g,v[i]);
+        g = libnormaliz::lcm(g,v[i]);
         if (g==0) {
             return 0;
         }