Do not test for exact factorization

since it is random with relative finite field extensions currently
sagemath · Feb 15, 2022 · b7179f7 · b7179f7
1 parent c44129b
commit b7179f7
Showing 1 changed file with 1 addition and 2 deletions.
diff --git a/src/sage/rings/valuation/inductive_valuation.py b/src/sage/rings/valuation/inductive_valuation.py
@@ -1259,8 +1259,7 @@ def equivalence_decomposition(self, f, assume_not_equivalence_unit=False, coeffi
             sage: v1 = v0.mac_lane_step(G)[0]
             sage: V = v1.mac_lane_step(G)
             sage: v2 = V[0]
-            sage: F = v2.equivalence_decomposition(G); F
-            (x^4 + 2*alpha + 1)^3 * (x^4 + 1/2*alpha^4 + alpha + 1)^3 * (x^4 + 1/2*alpha^4 + 3*alpha + 1)^3
+            sage: F = v2.equivalence_decomposition(G)
             sage: v2.is_equivalent(F.prod(), G)
             True