FEAT: support class attributes in unevaluated_expression

docs/_extend_docstrings.py

@@ -65,9 +65,9 @@ def extend_docstrings() -> None:
 def extend_BlattWeisskopfSquared() -> None:
     from ampform.dynamics import BlattWeisskopfSquared
 
-    L = sp.Symbol("L", integer=True)
     z = sp.Symbol("z", real=True)
-    expr = BlattWeisskopfSquared(L, z)
+    L = sp.Symbol("L", integer=True)
+    expr = BlattWeisskopfSquared(z, angular_momentum=L)
     _append_latex_doit_definition(expr, deep=True, full_width=True)
 
 

docs/usage/dynamics.ipynb

@@ -159,7 +159,7 @@
     "\n",
     "L = sp.Symbol(\"L\", integer=True)\n",
     "z = sp.Symbol(\"z\", real=True)\n",
-    "ff2 = BlattWeisskopfSquared(L, z)\n",
+    "ff2 = BlattWeisskopfSquared(z, L)\n",
     "Math(sp.multiline_latex(ff2, ff2.doit(), environment=\"eqnarray\"))"
    ]
   },
@@ -183,7 +183,7 @@
     "m, m_a, m_b, d = sp.symbols(\"m, m_a, m_b, d\")\n",
     "s = m**2\n",
     "q_squared = BreakupMomentumSquared(s, m_a, m_b)\n",
-    "ff2 = BlattWeisskopfSquared(L, z=q_squared * d**2)"
+    "ff2 = BlattWeisskopfSquared(q_squared * d**2, angular_momentum=L)"
    ]
   },
   {

src/ampform/dynamics/__init__.py

@@ -6,7 +6,7 @@
 # cspell:ignore asner mhash
 from __future__ import annotations
 
-from typing import TYPE_CHECKING
+from typing import TYPE_CHECKING, Any, ClassVar
 
 import sympy as sp
 from sympy.core.basic import _aresame
@@ -24,27 +24,27 @@
 )
 from ampform.sympy import (
     UnevaluatedExpression,
-    create_expression,
     determine_indices,
     implement_doit_method,
+    unevaluated_expression,
 )
 
 if TYPE_CHECKING:
     from sympy.printing.latex import LatexPrinter
 
 
-@implement_doit_method
-class BlattWeisskopfSquared(UnevaluatedExpression):
+@unevaluated_expression
+class BlattWeisskopfSquared(sp.Expr):
     # cspell:ignore pychyGekoppeltePartialwellenanalyseAnnihilationen
     r"""Blatt-Weisskopf function :math:`B_L^2(z)`, up to :math:`L \leq 8`.
 
     Args:
-        angular_momentum: Angular momentum :math:`L` of the decaying particle.
-
         z: Argument of the Blatt-Weisskopf function :math:`B_L^2(z)`. A usual
             choice is :math:`z = (d q)^2` with :math:`d` the impact parameter and
             :math:`q` the breakup-momentum (see `.BreakupMomentumSquared`).
 
+        angular_momentum: Angular momentum :math:`L` of the decaying particle.
+
     Note that equal powers of :math:`z` appear in the nominator and the denominator,
     while some sources have nominator :math:`1`, instead of :math:`z^L`. Compare for
     instance Equation (50.27) in :pdg-review:`2021; Resonances; p.9`.
@@ -57,20 +57,20 @@ class BlattWeisskopfSquared(UnevaluatedExpression):
 
     See also :ref:`usage/dynamics:Form factor`.
     """
-    is_commutative = True
-    max_angular_momentum: int | None = None
+    z: Any
+    angular_momentum: Any
+    _latex_repr_ = R"B_{{{angular_momentum}}}^2\left({z}\right)"
+
+    max_angular_momentum: ClassVar[int | None] = None
     """Limit the maximum allowed angular momentum :math:`L`.
 
     This improves performance when :math:`L` is a `~sympy.core.symbol.Symbol` and you
     are note interested in higher angular momenta.
     """
 
-    def __new__(cls, angular_momentum, z, **hints) -> BlattWeisskopfSquared:
-        return create_expression(cls, angular_momentum, z, **hints)
-
     def evaluate(self) -> sp.Expr:
-        angular_momentum: sp.Expr = self.args[0]  # type: ignore[assignment]
-        z: sp.Expr = self.args[1]  # type: ignore[assignment]
+        z: sp.Expr = self.args[0]  # type: ignore[assignment]
+        angular_momentum: sp.Expr = self.args[1]  # type: ignore[assignment]
         cases: dict[int, sp.Expr] = {
             0: sp.S.One,
             1: 2 * z / (z + 1),
@@ -138,10 +138,6 @@ def evaluate(self) -> sp.Expr:
             if self.max_angular_momentum is None or value <= self.max_angular_momentum
         ])
 
-    def _latex(self, printer: LatexPrinter, *args) -> str:
-        angular_momentum, z = tuple(map(printer._print, self.args))
-        return Rf"B_{{{angular_momentum}}}^2\left({z}\right)"
-
 
 @implement_doit_method
 class EnergyDependentWidth(UnevaluatedExpression):
@@ -208,12 +204,12 @@ def evaluate(self) -> sp.Expr:
         q_squared = BreakupMomentumSquared(s, m_a, m_b)
         q0_squared = BreakupMomentumSquared(mass0**2, m_a, m_b)  # type: ignore[operator]
         form_factor_sq = BlattWeisskopfSquared(
+            q_squared * meson_radius**2,  # type: ignore[operator]
             angular_momentum,
-            z=q_squared * meson_radius**2,  # type: ignore[operator]
         )
         form_factor0_sq = BlattWeisskopfSquared(
+            q0_squared * meson_radius**2,  # type: ignore[operator]
             angular_momentum,
-            z=q0_squared * meson_radius**2,  # type: ignore[operator]
         )
         rho = self.phsp_factor(s, m_a, m_b)
         rho0 = self.phsp_factor(mass0**2, m_a, m_b)  # type: ignore[operator]
@@ -303,5 +299,5 @@ def formulate_form_factor(s, m_a, m_b, angular_momentum, meson_radius) -> sp.Exp
     `~sympy.functions.elementary.miscellaneous.sqrt` of a `.BlattWeisskopfSquared`.
     """
     q_squared = BreakupMomentumSquared(s, m_a, m_b)
-    ff_squared = BlattWeisskopfSquared(angular_momentum, z=q_squared * meson_radius**2)
+    ff_squared = BlattWeisskopfSquared(q_squared * meson_radius**2, angular_momentum)
     return sp.sqrt(ff_squared)

src/ampform/sympy/_decorator.py

@@ -256,14 +256,19 @@ def _get_attribute_names(cls: type) -> tuple[str, ...]:
     ...     a: int
     ...     b: int
     ...     _c: int
+    ...     n: ClassVar[int] = 2
     ...
     ...     def print(self): ...
     ...
     >>> _get_attribute_names(MyClass)
     ('a', 'b')
     """
     return tuple(
-        k for k in cls.__annotations__ if not callable(k) if not k.startswith("_")
+        k
+        for k, v in cls.__annotations__.items()
+        if not callable(k)
+        if not k.startswith("_")
+        if not str(v).startswith("ClassVar")
     )
 
 

tests/dynamics/test_dynamics.py

@@ -24,7 +24,7 @@ class TestBlattWeisskopfSquared:
     def test_max_angular_momentum(self):
         z = sp.Symbol("z")
         angular_momentum = sp.Symbol("L", integer=True)
-        form_factor = BlattWeisskopfSquared(angular_momentum, z=z)
+        form_factor = BlattWeisskopfSquared(z, angular_momentum)
         form_factor_9 = form_factor.subs(angular_momentum, 8).evaluate()
         factor, z_power, _ = form_factor_9.args
         assert factor == 4392846440677
@@ -35,6 +35,18 @@ def test_max_angular_momentum(self):
             (1, sp.Eq(angular_momentum, 0)),
             (2 * z / (z + 1), sp.Eq(angular_momentum, 1)),
         )
+        BlattWeisskopfSquared.max_angular_momentum = None
+
+    def test_unevaluated_expression(self):
+        z = sp.Symbol("z")
+        ff1 = BlattWeisskopfSquared(z, angular_momentum=1)
+        ff2 = BlattWeisskopfSquared(z, angular_momentum=2)
+        assert ff1.max_angular_momentum is None
+        assert ff2.max_angular_momentum is None
+        BlattWeisskopfSquared.max_angular_momentum = 3
+        assert ff1.max_angular_momentum is 3  # noqa: F632
+        assert ff2.max_angular_momentum is 3  # noqa: F632
+        BlattWeisskopfSquared.max_angular_momentum = None
 
 
 class TestEnergyDependentWidth:

tests/dynamics/test_sympy.py

@@ -28,7 +28,7 @@ def test_pickle():
         assert expr == imported_expr
 
         # Pickle classes derived from UnevaluatedExpression
-        expr = BlattWeisskopfSquared(angular_momentum, z=z)
+        expr = BlattWeisskopfSquared(z, angular_momentum)
         pickled_obj = pickle.dumps(expr)
         imported_expr = pickle.loads(pickled_obj)  # noqa: S301
         assert expr == imported_expr

tests/sympy/test_caching.py

@@ -78,17 +78,17 @@ def test_get_readable_hash_large(amplitude_model: tuple[str, HelicityModel]):
         # https://github.com/ComPWA/ampform/actions/runs/3277058875/jobs/5393849802
         # https://github.com/ComPWA/ampform/actions/runs/3277143883/jobs/5394043014
         expected_hash = {
-            "canonical-helicity": "pythonhashseed-0-6040455869260657745",
-            "helicity": "pythonhashseed-0-1928646339459384503",
+            "canonical-helicity": "pythonhashseed-0-3873186712292274641",
+            "helicity": "pythonhashseed-0-8800154542426799839",
         }[formalism]
     elif sys.version_info >= (3, 11):
         expected_hash = {
-            "canonical-helicity": "pythonhashseed-0+409069872540431022",
-            "helicity": "pythonhashseed-0-8907705932662936900",
+            "canonical-helicity": "pythonhashseed-0+4035132515642199515",
+            "helicity": "pythonhashseed-0-2843057473565885663",
         }[formalism]
     else:
         expected_hash = {
-            "canonical-helicity": "pythonhashseed-0-7143983882032045549",
-            "helicity": "pythonhashseed-0+3357246175053927117",
+            "canonical-helicity": "pythonhashseed-0+3420919389670627445",
+            "helicity": "pythonhashseed-0-6681863313351758450",
         }[formalism]
     assert get_readable_hash(model.expression) == expected_hash

tests/sympy/test_decorator.py

@@ -1,7 +1,7 @@
 from __future__ import annotations
 
 import inspect
-from typing import Any
+from typing import Any, ClassVar
 
 import pytest
 import sympy as sp
@@ -113,6 +113,27 @@ def evaluate(self) -> sp.Expr:
     assert isinstance(q_value.m2, sp.Float)
 
 
+def test_unevaluated_expression_classvar():
+    @unevaluated_expression
+    class MyExpr(sp.Expr):
+        x: float
+        m: ClassVar[int] = 2
+
+        def evaluate(self) -> sp.Expr:
+            return self.x**self.m  # type: ignore[return-value]
+
+    x_expr = MyExpr(4)
+    assert x_expr.x is sp.Integer(4)
+    assert x_expr.m is 2  # noqa: F632
+
+    y_expr = MyExpr(5)
+    assert x_expr.doit() == 4**2
+    assert y_expr.doit() == 5**2
+    MyExpr.m = 3
+    assert x_expr.doit() == 4**3
+    assert y_expr.doit() == 5**3
+
+
 def test_unevaluated_expression_callable():
     @unevaluated_expression(implement_doit=False)
     class Squared(sp.Expr):