0f1, bilder

2 files changed, 8 insertions, 8 deletions

diff --git a/buch/papers/0f1/listings/kettenbruchRekursion.c b/buch/papers/0f1/listings/kettenbruchRekursion.c
index 143683f..3caaf43 100644
--- a/buch/papers/0f1/listings/kettenbruchRekursion.c
+++ b/buch/papers/0f1/listings/kettenbruchRekursion.c
@@ -17,11 +17,11 @@ static double fractionIter0f1(const double c, const double z, unsigned int k)
     {

         abk = z / (k * ((k - 1) + c));  //abk = ak, bk

         

-        a = k > 1 ? (1 + abk) : 1;  //a0, a1

-        b = k > 1 ? -abk : abk;     //b1

+        a = k > 1 ? (1 + abk) : 1;      //a0, a1

+        b = k > 1 ? -abk : abk;         //b1

 

-        temp = b / (a + temp);      ////bk / (ak + last result)

+        temp = b / (a + temp);          //bk / (ak + last result)

     }

 

-    return a + temp;   //a0 + temp

+    return a + temp;                    //a0 + temp

 }
\ No newline at end of file
diff --git a/buch/papers/0f1/listings/potenzreihe.c b/buch/papers/0f1/listings/potenzreihe.c
index 3eb9b86..23fdfea 100644
--- a/buch/papers/0f1/listings/potenzreihe.c
+++ b/buch/papers/0f1/listings/potenzreihe.c
@@ -51,18 +51,18 @@ static double fac(int n)
 

 /**

   * @brief Calculates the Hypergeometric Function 0F1(;b;z)

-  * @param b0 in 0F1(;b0;z)

-  * @param z in 0F1(;b0;z)

+  * @param c in 0F1(;c;z)

+  * @param z in 0F1(;c;z)

   * @param n number of itertions (precision)

   * @return Result

   */

-static double powerseries(const double b, const double z, unsigned int n)

+static double powerseries(const double c, const double z, unsigned int n)

 {

     double temp = 0.0;

 

     for (unsigned int k = 0; k < n; ++k)

     {

-        temp += pow(z, k) / (factorial(k) * pochhammer(b, k));

+        temp += pow(z, k) / (factorial(k) * pochhammer(c, k));

     }

 

     return temp;