Trac #27867: three more folders in python3-known-passing.txt

to lock the progress towards python3 URL: https://trac.sagemath.org/27867 Reported by: chapoton Ticket author(s): Frédéric Chapoton Reviewer(s): John Palmieri
sagemath · May 25, 2019 · 5fb099b · 5fb099b
2 parents 7dd1e35 + 697a1b9
commit 5fb099b
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Showing 2 changed files with 17 additions and 10 deletions.
diff --git a/src/ext/doctest/python3-known-passing.txt b/src/ext/doctest/python3-known-passing.txt
@@ -13,12 +13,13 @@ src/sage/combinat/words/
 src/sage/data_structures/
 src/sage/databases/
 src/sage/docs/
+src/sage/dynamics/
 src/sage/features/
 src/sage/finance/
+src/sage/functions/
 src/sage/game_theory/
 src/sage/games/
-src/sage/groups/lie_gps/
-src/sage/groups/matrix_gps/
+src/sage/groups/
 src/sage/homology/
 src/sage/interacts/
 src/sage/knots/

diff --git a/src/sage/dynamics/arithmetic_dynamics/endPN_automorphism_group.py b/src/sage/dynamics/arithmetic_dynamics/endPN_automorphism_group.py
@@ -635,19 +635,25 @@ def automorphism_group_QQ_CRT(rational_function, prime_lower_bound=4, return_fun
         sage: R.<z> = PolynomialRing(QQ)
         sage: f = (3*z^2 - 1)/(z^3 - 3*z)
         sage: from sage.dynamics.arithmetic_dynamics.endPN_automorphism_group import automorphism_group_QQ_CRT
-        sage: automorphism_group_QQ_CRT(f, 4, True)
-        [z, -z, 1/z, -1/z, (-z + 1)/(z + 1), (z + 1)/(z - 1), (z - 1)/(z + 1),
-        (-z - 1)/(z - 1)]
+        sage: sorted(automorphism_group_QQ_CRT(f, 4, True))
+        [-1/z,
+         1/z,
+         (-z - 1)/(z - 1),
+         (-z + 1)/(z + 1),
+         (z - 1)/(z + 1),
+         (z + 1)/(z - 1),
+         -z,
+         z]
 
     ::
 
         sage: R.<z> = PolynomialRing(QQ)
         sage: f = (3*z^2 - 1)/(z^3 - 3*z)
         sage: from sage.dynamics.arithmetic_dynamics.endPN_automorphism_group import automorphism_group_QQ_CRT
-        sage: automorphism_group_QQ_CRT(f, 4, False)
+        sage: sorted(automorphism_group_QQ_CRT(f, 4, False))
         [
-        [1 0]  [-1  0]  [0 1]  [ 0 -1]  [-1  1]  [ 1  1]  [ 1 -1]  [-1 -1]
-        [0 1], [ 0  1], [1 0], [ 1  0], [ 1  1], [ 1 -1], [ 1  1], [ 1 -1]
+        [-1 -1]  [-1  0]  [-1  1]  [ 0 -1]  [0 1]  [ 1 -1]  [1 0]  [ 1  1]
+        [ 1 -1], [ 0  1], [ 1  1], [ 1  0], [1 0], [ 1  1], [0 1], [ 1 -1]
         ]
     """
     if rational_function.parent().is_field():
@@ -1453,8 +1459,8 @@ def automorphisms_fixing_pair(rational_function, pair, quad):
         sage: f = (z^2 + 5*z + 5)/(5*z^2 + 5*z + 1)
         sage: L = [[4, 1], [2, 1]]
         sage: from sage.dynamics.arithmetic_dynamics.endPN_automorphism_group import automorphisms_fixing_pair
-        sage: automorphisms_fixing_pair(f, L, False)
-        [(6*z + 6)/z, 6/(z + 1)]
+        sage: sorted(automorphisms_fixing_pair(f, L, False))
+        [6/(z + 1), (6*z + 6)/z]
     """
     # define ground field and ambient function field
     if rational_function.parent().is_field():