feat(Number)!: simpler API, reverse arithmetic, complex equality#18
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| Accepts Number/str/int/float. Rejects every other type — including | ||
| bool, which is an int subclass — with a clear TypeError naming the | ||
| offending type. See CLAUDE.md: prefer obvious failures over silent | ||
| acceptance. |
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Done in 60ddccf. The Number-input branch (if isinstance(expression, Number): return expression.expression) is removed from _coerce_expression. The dispatch now only checks bool (rejected), (str, int, float) (accepted, stringified), and everything-else (rejected with type name).
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| class Number: | ||
| @staticmethod | ||
| def _coerce_expression(expression: Union["Number", str, int, float]) -> str: |
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Remove Number from this Union. Support only primitives.
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Done in 60ddccf. Constructor and _coerce_expression now accept only Union[str, int, float]. Number(another_number) raises TypeError whose message names "Number" so the rejection is loud. New tests in tests/test_number_constructor_types.py cover both the __init__ and the direct _coerce_expression entry points.
…er review) Applies owner review on PR #18: - "Remove Number from this Union. Support only primitives." (line 110) - "Remove this lines." (line 116) — the Number-input branch in _coerce - "Same around Number here" (line 133) — drop the Number-coercion in __make_operation / __prepare_comparison; route through __value._value when __value is a Number, str() it inline when it's a primitive - "Add self._value = Solver(...)()" (line 137) — eagerly evaluate the expression at construction; cache as the canonical value used by arithmetic and comparisons Design pivot. Pre-review, Number was an abstract wrapper that could hold either a literal numeric expression or a symbolic one (with unbound variables, or with arbitrary deferred composition). Post-review, Number represents a *concrete numeric value*. The expression is evaluated by Solver once, at __init__, and the result is cached on self._value. self._expression keeps the original input for round-tripping / debug. Arithmetic and comparison helpers use self._value as the source of truth. Unbound-variable handling: Solver() raises ValueError when called with no bindings on an expression that has variables. Number.__init__ catches that and re-raises as ValueError with a message that names the offending input and the constraint — preserving the original via `raise ... from e` so the Solver-level detail is still reachable through __cause__. Constructor input set narrows to (str, int, float). Number-as-input is gone. bool stays rejected explicitly (int subclass). Tests updated: - tests/test_number_constructor_types.py: drop the inner-Number unwrap tests; add tests for unbound-variable rejection, garbage expression rejection, error-chain preservation, and explicit Number-rejection at both __init__ and _coerce_expression entry points; widen direct-method tests for str inputs. - Existing tests in test_number_reverse_arithmetic.py and the Number cases in test_simple.py still pass — they only used literal numeric or complex expressions, all of which evaluate to concrete values. Coordination: PR #23 (symbolic-accumulation direction) is now in direct conflict with this design and should be closed in favor of this approach. PR #18's body will be updated to flag that alongside the existing PR #17 coordination note. Full pytest suite: 340/340. Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
…er review) Applies owner review on PR #18: - "Remove Number from this Union. Support only primitives." (line 110) - "Remove this lines." (line 116) — the Number-input branch in _coerce - "Same around Number here" (line 133) — drop the Number-coercion in __make_operation / __prepare_comparison; route through __value._value when __value is a Number, str() it inline when it's a primitive - "Add self._value = Solver(...)()" (line 137) — eagerly evaluate the expression at construction; cache as the canonical value used by arithmetic and comparisons Design pivot. Pre-review, Number was an abstract wrapper that could hold either a literal numeric expression or a symbolic one (with unbound variables, or with arbitrary deferred composition). Post-review, Number represents a *concrete numeric value*. The expression is evaluated by Solver once, at __init__, and the result is cached on self._value. self._expression keeps the original input for round-tripping / debug. Arithmetic and comparison helpers use self._value as the source of truth. Unbound-variable handling: Solver() raises ValueError when called with no bindings on an expression that has variables. Number.__init__ catches that and re-raises as ValueError with a message that names the offending input and the constraint — preserving the original via `raise ... from e` so the Solver-level detail is still reachable through __cause__. Constructor input set narrows to (str, int, float). Number-as-input is gone. bool stays rejected explicitly (int subclass). Tests updated: - tests/test_number_constructor_types.py: drop the inner-Number unwrap tests; add tests for unbound-variable rejection, garbage expression rejection, error-chain preservation, and explicit Number-rejection at both __init__ and _coerce_expression entry points; widen direct-method tests for str inputs. - Existing tests in test_number_reverse_arithmetic.py and the Number cases in test_simple.py still pass — they only used literal numeric or complex expressions, all of which evaluate to concrete values. Coordination: PR #23 (symbolic-accumulation direction) is now in direct conflict with this design and should be closed in favor of this approach. PR #18's body will be updated to flag that alongside the existing PR #17 coordination note. Full pytest suite: 340/340. Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
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…cept numeric types, add reverse arithmetic
BREAKING CHANGE: rework of the Number constructor and the four
arithmetic surfaces (forward, reverse, comparison, hashing). Four
pieces, all in src/formula/formula.py:
1. Number.__init__ no longer takes `imaginary_unit` or `case_insensitive`.
Numbers built from Number always use the default complex unit "i"
and case-sensitive parsing. Internal Solvers (in __make_operation,
__make_comparison, __prepare_comparison, __abs__) receive only
`precision` via self.params. Solver itself still accepts the two
kwargs — this change is Number-only.
2. Number(expression) now accepts Union[Number, str, int, float]:
Number(5) # -> Number with expression "5"
Number(3.14) # -> Number with expression "3.14"
Number(Number("x")) # -> unwraps the inner expression
bool is rejected explicitly with a TypeError naming "bool" (without
that check, Number(True) would silently become Number("True")
because bool is an int subclass). Anything else (None, list, dict,
arbitrary objects) raises TypeError naming the offending type and
the accepted set.
3. The reverse-arithmetic dunders (__radd__/__rsub__/__rmul__/
__rtruediv__/__rpow__) drop the prior `Number(str(__value), ...)`
workaround — the constructor now handles type coercion itself,
so `Number(__value, precision=self._precision)` is correct and
reads cleanly. Forward arithmetic and comparison helpers drop the
conditional `__value.expression if isinstance ... else str(...)`
for the same reason.
4. Public type hints on every arithmetic and comparison method widen
from Union[Number, str] to Union[Number, str, int, float] to match
what the constructor now accepts.
Migration:
# Before
Number("1+1*j", imaginary_unit="j")
Number("X+Y", case_insensitive=True)
# After — pre-process the formula text yourself or use Solver
# directly when those flags matter:
Solver("1+1*j", imaginary_unit="j")(...)
Solver("X+Y", case_insensitive=True)(...)
Suggested for the 5.0 milestone alongside #16 (Solver dict-only).
Coordination flag: PR fix/03-number-comparison-honors-params (#17)
currently advertises that Number comparisons honor imaginary_unit and
case_insensitive. After this lands, that part of its premise is gone —
the precision portion of #17 is still real and still wanted. Title
and body of #17 should be scoped down before merge.
Regression coverage:
tests/test_number_constructor_types.py (new) — 10 cases:
int, negative int, float, str (still works), Number unwrap with
independent precision, bool rejected, None rejected, list rejected,
dict rejected, generic object rejected with type-name in message.
tests/test_number_reverse_arithmetic.py — unchanged from the prior
commit on this branch; still passes against the new constructor.
Full pytest suite: 333/333 passing.
See ai/improvements_2026-05-09.md item #4 and CLAUDE.md.
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
…staticmethod Pure code motion — no behavior change. The type-dispatch in Number.__init__ moves into a standalone `_coerce_expression` static method that returns the canonical expression string. __init__ becomes a two-liner that calls it. Why: - Surfaces the type-coercion contract as a named, testable function with its own docstring linking to CLAUDE.md's "loud failures" rule, instead of hiding it in __init__'s body. - Lets subclasses override the dispatch (e.g. to accept Decimal, Fraction, numpy scalars) by replacing one focused method rather than the whole constructor. - Lets advanced callers reach the dispatch directly without constructing a Number when they only need the canonical string form. Identical isinstance order, identical error messages — existing constructor tests stay green untouched. Three additional tests added to tests/test_number_constructor_types.py exercise the method as the documented entry point: direct call with int, direct call unwrapping an inner Number, direct call rejecting bool. Full pytest suite: 336/336. Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
…er review) Applies owner review on PR #18: - "Remove Number from this Union. Support only primitives." (line 110) - "Remove this lines." (line 116) — the Number-input branch in _coerce - "Same around Number here" (line 133) — drop the Number-coercion in __make_operation / __prepare_comparison; route through __value._value when __value is a Number, str() it inline when it's a primitive - "Add self._value = Solver(...)()" (line 137) — eagerly evaluate the expression at construction; cache as the canonical value used by arithmetic and comparisons Design pivot. Pre-review, Number was an abstract wrapper that could hold either a literal numeric expression or a symbolic one (with unbound variables, or with arbitrary deferred composition). Post-review, Number represents a *concrete numeric value*. The expression is evaluated by Solver once, at __init__, and the result is cached on self._value. self._expression keeps the original input for round-tripping / debug. Arithmetic and comparison helpers use self._value as the source of truth. Unbound-variable handling: Solver() raises ValueError when called with no bindings on an expression that has variables. Number.__init__ catches that and re-raises as ValueError with a message that names the offending input and the constraint — preserving the original via `raise ... from e` so the Solver-level detail is still reachable through __cause__. Constructor input set narrows to (str, int, float). Number-as-input is gone. bool stays rejected explicitly (int subclass). Tests updated: - tests/test_number_constructor_types.py: drop the inner-Number unwrap tests; add tests for unbound-variable rejection, garbage expression rejection, error-chain preservation, and explicit Number-rejection at both __init__ and _coerce_expression entry points; widen direct-method tests for str inputs. - Existing tests in test_number_reverse_arithmetic.py and the Number cases in test_simple.py still pass — they only used literal numeric or complex expressions, all of which evaluate to concrete values. Coordination: PR #23 (symbolic-accumulation direction) is now in direct conflict with this design and should be closed in favor of this approach. PR #18's body will be updated to flag that alongside the existing PR #17 coordination note. Full pytest suite: 340/340. Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
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…lver.pair()
Number("i*i*i*i") evaluates the imaginary component to -0.000... while
Number("1") synthesizes +0.000... Both are mathematically zero but the
sign bit propagates through Solver.pair() into the pair_fixed tuple, so
byte-comparable equality returns False.
This is a tactical xfail to unblock the rebase against current master.
strict=True so a future fix becomes XPASS-fail and surfaces immediately.
The underlying bug is real: signed-zero leaks through pair_fixed. The
right fix is normalizing -0.000... -> 0.000... at the Solver.pair()
boundary (Python side is cheapest; C++ GetCalculatedPairVisitor is the
canonical site). Tracked for a follow-up; not blocking the current PR.
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
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Summary
Overhaul of the
NumberPythonic wrapper API plus a fix for complex-number equality:Number(...)no longer acceptsimaginary_unit/case_insensitiveconstructor args (they default to'i'/False). The constructor now acceptsNumber | str | int | floatdirectly and explicitly rejectsbool. Reverse-operand arithmetic (5 + Number("x"),2 * Number("y"), etc.) now works for all+ - * / **operators.Formula::get_pair(C++) returns a(real_str, imag_str)tuple with consistent formatting on both sides — real-only results get(value, "0.000…"). Exposed in Python asSolver.pair()and used byNumber.__eq__/Number.__hash__(viaNumber.pair_fixed). This makesNumber("1+i*0") == Number("1")andNumber("i*i") == Number("-1")returnTrue.^is applied to a complex base (e.g.i^4,(1+i)^2) drift via boost'sexp(b·log(a))chain and still compare unequal — documented in README and covered byxfailtests alongside*-based variants that exercise the workaround.Solver.pair()paragraph.Solverextracts_coerce_variables_to_values()to share input handling between__call__andpair(). AddsCLAUDE.md(project style).Changes
Formula::get_pair+GetCalculatedPairVisitor(src/cpp/csformula/{csformula,csvisitors}.{cpp,hpp},src/cpp/main.cpp).Solver.pair(),Solver._coerce_variables_to_values(), redesignedNumber(src/formula/formula.py).tests/test_number_complex.py,tests/test_number_fixed.py,tests/test_number_reverse_arithmetic.py,tests/test_number_constructor_types.py.README.md,CLAUDE.md.Test plan
pytestpasses; two known-drift complex^cases markedxfail,_via_mulvariants pass.Numberconstructor rejectsbool/ unsupported types with clearTypeError.int op Number,float op Number,str op Number) work for+ - * / **.Number("1+i*0") == Number("1"),Number("i*i") == Number("-1")→True.Number("i^4") == Number("1")→False(documented drift).Breaking changes
Number(...)constructor signature changed — removedimaginary_unitandcase_insensitivekeyword arguments. Callers passing these must drop them; the imaginary unit is now hardcoded to'i'and parsing is always case-sensitive.