]> www.ginac.de Git - ginac.git/blobdiff - check/exam_pseries.cpp
- gamma() -> Gamma().
[ginac.git] / check / exam_pseries.cpp
index efcc0fc173dd5cd77ab630edcceeb4f4b907faf1..a5625efa2c011afbc832c476a22e3069e3fd6e86 100644 (file)
@@ -153,32 +153,32 @@ static unsigned exam_series5(void)
     unsigned result = 0;
     ex e, d;
     
-    // gamma(-1):
-    e = gamma(2*x);
+    // Gamma(-1):
+    e = Gamma(2*x);
     d = pow(x+1,-1)*numeric(1,4) +
         pow(x+1,0)*(numeric(3,4) -
-                    numeric(1,2)*EulerGamma) +
+                    numeric(1,2)*gamma) +
         pow(x+1,1)*(numeric(7,4) -
-                    numeric(3,2)*EulerGamma +
-                    numeric(1,2)*pow(EulerGamma,2) +
+                    numeric(3,2)*gamma +
+                    numeric(1,2)*pow(gamma,2) +
                     numeric(1,12)*pow(Pi,2)) +
         pow(x+1,2)*(numeric(15,4) -
-                    numeric(7,2)*EulerGamma -
-                    numeric(1,3)*pow(EulerGamma,3) +
+                    numeric(7,2)*gamma -
+                    numeric(1,3)*pow(gamma,3) +
                     numeric(1,4)*pow(Pi,2) +
-                    numeric(3,2)*pow(EulerGamma,2) -
-                    numeric(1,6)*pow(Pi,2)*EulerGamma -
+                    numeric(3,2)*pow(gamma,2) -
+                    numeric(1,6)*pow(Pi,2)*gamma -
                     numeric(2,3)*zeta(3)) +
-        pow(x+1,3)*(numeric(31,4) - pow(EulerGamma,3) -
-                    numeric(15,2)*EulerGamma +
-                    numeric(1,6)*pow(EulerGamma,4) +
-                    numeric(7,2)*pow(EulerGamma,2) +
+        pow(x+1,3)*(numeric(31,4) - pow(gamma,3) -
+                    numeric(15,2)*gamma +
+                    numeric(1,6)*pow(gamma,4) +
+                    numeric(7,2)*pow(gamma,2) +
                     numeric(7,12)*pow(Pi,2) -
-                    numeric(1,2)*pow(Pi,2)*EulerGamma -
+                    numeric(1,2)*pow(Pi,2)*gamma -
                     numeric(2)*zeta(3) +
-                    numeric(1,6)*pow(EulerGamma,2)*pow(Pi,2) +
+                    numeric(1,6)*pow(gamma,2)*pow(Pi,2) +
                     numeric(1,40)*pow(Pi,4) +
-                    numeric(4,3)*zeta(3)*EulerGamma) +
+                    numeric(4,3)*zeta(3)*gamma) +
         Order(pow(x+1,4));
     result += check_series(e, -1, d, 4);