# math_plugin_core.py
from typing import Callable, Dict, Any, Optional, List
class MathFormula:
"""
Stores a mathematical formula as a symbolic function.
"""
def __init__(self, name: str, fn: Callable[..., Any], latex: Optional[str] = None, meta: Optional[Dict] = None):
self.name = name
self.fn = fn # Callable mathematical function; expects pure math.
self.latex = latex # (Optional) LaTeX string for display/export
self.meta = meta or {} # (Optional) Any analytic or configuration meta
def evaluate(self, *args, **kwargs) -> Any:
return self.fn(*args, **kwargs)
class UniversalMathPluginSystem:
"""
Pure math plug-in host: register, discover, and execute formulas.
No hard-coded numerical content; extensible for arbitrary mathematical domains.
"""
def __init__(self):
self.formulae: Dict[str, MathFormula] = {}
def register_formula(self, name: str, fn: Callable[..., Any], latex: Optional[str] = None, meta: Optional[Dict] = None):
if name in self.formulae:
raise ValueError(f"Formula '{name}' already registered.")
self.formulae[name] = MathFormula(name, fn, latex, meta)
def evaluate_formula(self, name: str, *args, **kwargs) -> Any:
if name not in self.formulae:
raise KeyError(f"Formula '{name}' not found.")
return self.formulae[name].evaluate(*args, **kwargs)
def available_formulas(self) -> List[str]:
return list(self.formulae.keys())
def export_latex(self) -> Dict[str, str]:
return {name: f.latex for name, f in self.formulae.items() if f.latex}
def get_meta(self, name: str) -> Dict:
if name not in self.formulae:
raise KeyError(f"Formula '{name}' not found.")
return self.formulae[name].meta
# --- END PURE MATH PLUG-IN CORE ---
# Example placeholders (developers/users will load their own domain formulas at runtime)
# Do NOT include any hardcoded logic or world artifacts here.
Request:
- No narrative, no lore, no world/creature text.
- No hardcoded examples, no fictional generators.
- Deliver only pure, mathematically correct code for a universal plug-in system, without narrative artifice.
- Design is for symbolic/formula plug-ins—no world/creature hooks, just extensible math logic.
Minimal, modular, abstract—ready for symbolic computation, expansion, and real math-based workflows. No narrative.
Notes:
- Formulas are added/registered dynamically; none are hardcoded.
- All evaluation is pure function call: no side effects, no example values.
- LaTeX and meta fields are for theory/log export—optional.
- Ready for use in symbolic science, math research, or as an API backend for any abstract system.
This is the pure math, zero-narrative plug-in core.Plug in—or mathematically—expand as needed.
⁂