introduction/serie_2.py

@@ -1,49 +0,0 @@
-#%%
-import numpy as np
-
-# %%
-print("Aufgabe 4")
-
-def fixpunkt_iteration(f, x=1.0, tol=1e-7, N=1000):
-    x_new = f(x)
-    i = 0
-
-    while(np.abs(x_new-x) > tol):
-        if i > N:
-            raise RuntimeError("Keine Konvergenz erreicht")
-
-        x = x_new
-        x_new = f(x)
-        i += 1
-    return [x_new, i]
-
-# Ausgabe
-print("----------------------------------------------------------------------")
-print(__file__)
-print("----------------------------------------------------------------------")
-
-f = lambda x: 1-(1/5)*x
-try:
-    fixpunkt_a, iterationen_a = fixpunkt_iteration(f)
-except RuntimeError as error:
-    print(f"a) f(x) = 1-(1/5)*x\n{error}")
-else:
-    print(f"a) f(x) = 1-(1/5)*x\nFixpunkt: {fixpunkt_a}\nIterationen: {iterationen_a}\n")
-
-f = np.cos
-try:
-    fixpunkt_b, iterationen_b = fixpunkt_iteration(f)
-except RuntimeError as error:
-    print(f"b) f(x) = cos(x)\n{error}")
-else:
-    print(f"b) f(x) = cos(x)\nFixpunkt: {fixpunkt_b}\nIterationen: {iterationen_b}\n")
-
-f = lambda x: np.e**-x
-try:
-    fixpunkt_c, iterationen_c = fixpunkt_iteration(f)
-except RuntimeError as error:
-    print(f"c) f(x) = e⁻x\n{error}")
-else:
-    print(f"c) f(x) = e⁻x\nFixpunkt: {fixpunkt_c}\nIterationen: {iterationen_c}\n")
-
-print("----------------------------------------------------------------------")