adding a test (#1158)

By now, just adding a test for #1156 to see what does the CI

Author: mmatera

mathics/eval/numbers/algebra/simplify.py

@@ -80,11 +80,13 @@ def _default_complexity_function(x):
                 .to_python()
             )
 
-    # At this point, ``complexity_function`` is a function that takes a
-    # sympy expression and returns an integer.
-    sympy_result = simplify(sympy_expr, measure=complexity_function, doit=False)
-    sympy_result = sympy_result.doit(roots=False)  # Don't expand RootSum
-
-    # and bring it back
-    result = from_sympy(sympy_result).evaluate(evaluation)
+    try:
+        # At this point, ``complexity_function`` is a function that takes a
+        # sympy expression and returns an integer.
+        sympy_result = simplify(sympy_expr, measure=complexity_function, doit=False)
+        sympy_result = sympy_result.doit(roots=False)  # Don't expand RootSum
+        # and bring it back
+        result = from_sympy(sympy_result).evaluate(evaluation)
+    except ValueError:
+        return expr
     return result

pyproject.toml

@@ -26,7 +26,7 @@ dependencies = [
     "requests",
     "scipy",
     "setuptools",
-    "sympy>=1.11,<1.14",
+    "sympy>=1.13,<1.14",
 ]
 license = {text = "GPL"}
 name = "Mathics3"

test/builtin/numbers/test_linalg.py

@@ -211,6 +211,34 @@ def test_inverse(str_expr, str_expected, fail_msg, warnings):
             "SingularValueDecomposition[{1, {2}}]",
             None,
         ),
+        (
+            "A = Array[a, {2,2}]; eigvals=Eigenvalues[A.ConjugateTranspose[A]][[1]]",
+            None,
+            (
+                "-Sqrt[(a[1, 1] Conjugate[a[1, 1]] + a[1, 2] Conjugate[a[1, 2]] "
+                "+ a[2, 1] Conjugate[a[2, 1]] + a[2, 2] Conjugate[a[2, 2]]) ^ 2 "
+                "- 4 (a[1, 1] Conjugate[a[1, 1]] + a[1, 2] Conjugate[a[1, 2]]) "
+                "(a[2, 1] Conjugate[a[2, 1]] + a[2, 2] Conjugate[a[2, 2]]) + 4 "
+                "(a[1, 1] Conjugate[a[2, 1]] + a[1, 2] Conjugate[a[2, 2]]) "
+                "(a[2, 1] Conjugate[a[1, 1]] + a[2, 2] Conjugate[a[1, 2]])] / 2 "
+                "+ a[1, 1] Conjugate[a[1, 1]] / 2 + a[1, 2] Conjugate[a[1, 2]] / 2 "
+                "+ a[2, 1] Conjugate[a[2, 1]] / 2 + a[2, 2] Conjugate[a[2, 2]] / 2"
+            ),
+            None,  # "Sympy issue #1156",
+        ),
+        (
+            "eigvals[[1]] // FullSimplify",
+            None,
+            (
+                "-Sqrt[(a[1, 1] Conjugate[a[1, 1]] + a[1, 2] Conjugate[a[1, 2]] + "
+                "a[2, 1] Conjugate[a[2, 1]] + a[2, 2] Conjugate[a[2, 2]]) ^ 2 - "
+                "4 a[1, 1] a[2, 2] Conjugate[a[1, 1]] Conjugate[a[2, 2]] - "
+                "4 a[1, 2] a[2, 1] Conjugate[a[1, 2]] Conjugate[a[2, 1]] + "
+                "4 a[1, 1] a[2, 2] Conjugate[a[1, 2]] Conjugate[a[2, 1]] + "
+                "4 a[1, 2] a[2, 1] Conjugate[a[1, 1]] Conjugate[a[2, 2]]] / 2"
+            ),
+            None,  #            "Sympy issue #1156",
+        ),
     ],
 )
 def test_private_doctests_linalg(str_expr, msgs, str_expected, fail_msg):