build(agent): new-agents-2#7e3bbc iteration

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agent-7e3bbc424e07835b 2026-04-19 22:22:12 +02:00
parent 5406a5c175
commit 0c31b95761
3 changed files with 122 additions and 0 deletions

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"""Public API for the CatOpt Studio MVP."""
from .core import LocalProblem, SharedVariables, PlanDelta, PrivacyBudget, AuditLog, PolicyBlock, GraphOfContractsEntry
from .solver import SolverConfig, compile_to_solver, simulate_solver_step
__all__ = [
"LocalProblem",
@ -10,4 +11,7 @@ __all__ = [
"AuditLog",
"PolicyBlock",
"GraphOfContractsEntry",
"SolverConfig",
"compile_to_solver",
"simulate_solver_step",
]

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catopt_studio/solver.py Normal file
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"""Minimal solver compiler for CatOpt Studio MVP.
This module provides a tiny, production-ready stub that translates the DSL
primitives (LocalProblem, SharedVariables) into a lightweight solver
configuration suitable for an ADMM-like, edge-friendly solver backend.
The goal here is to offer a stable, testable bridge between the DSL surface
and a real solver, without pulling in heavy dependencies or implementing a
full solver stack.
"""
from __future__ import annotations
from dataclasses import dataclass
from typing import Any, Dict, Optional
from .core import LocalProblem, SharedVariables
@dataclass
class SolverConfig:
"""Lightweight representation of a solver configuration.
This is intentionally minimal and intended to be consumed by a real
solver backend later. It captures a solver type and a few hyperparameters
used by an ADMM-like routine.
"""
solver_type: str
rho: float
max_iterations: int
tolerance: float
delta_sync: bool = False
def compile_to_solver(lp: LocalProblem, sv: SharedVariables, *, phase: int = 0) -> SolverConfig:
"""Translate a DSL LocalProblem into a SolverConfig.
This is a lightweight heuristic intended for MVP demonstrations. The
mapping is intentionally simple and deterministic to support deterministic
replay during testing and islanding scenarios.
"""
obj = (lp.objective or "").lower()
domain = (lp.domain or "").lower()
# Pick a solver flavor based on domain/objective hints
if "energy" in domain:
solver_type = "admm-lite-energy"
elif "cost" in obj or "min" in obj:
solver_type = "admm-lite-cost"
else:
solver_type = "admm-lite"
# Simple heuristics for hyperparameters; keep things small and safe for
# edge devices in MVP mode.
rho = 1.0 if "energy" in domain else 0.5
max_iterations = 50
tolerance = 1e-4
return SolverConfig(
solver_type=solver_type,
rho=float(rho),
max_iterations=int(max_iterations),
tolerance=float(tolerance),
delta_sync=(phase > 0),
)
def simulate_solver_step(
config: SolverConfig, lp: LocalProblem, sv: SharedVariables, delta: Optional[Dict[str, Any]] = None
) -> Dict[str, Any]:
"""Emit a minimal, deterministic solver step result.
This is a small helper to illustrate how a step might evolve given a
configuration and current problem/variables. It does not perform any real
optimization; it merely promotes structure for tests and demos.
"""
# Produce a tiny, deterministic artifact that mirrors what a real step might
# include (iteration index, delta, residual proxy).
result: Dict[str, Any] = {
"iteration": 1,
"config": {
"solver_type": config.solver_type,
"rho": config.rho,
"max_iterations": config.max_iterations,
"tolerance": config.tolerance,
},
"delta_applied": delta or {},
"primal_residual": max(0.0, 1.0 - float(config.rho)),
}
return result

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tests/test_solver.py Normal file
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import datetime
import pytest
from catopt_studio import LocalProblem, SharedVariables
from catopt_studio.solver import compile_to_solver, simulate_solver_step, SolverConfig
def test_compile_to_solver_basic():
lp = LocalProblem(id="lp1", domain="energy", assets={"battery": 100}, objective="min_cost")
sv = SharedVariables()
sc = compile_to_solver(lp, sv)
assert isinstance(sc, SolverConfig)
assert sc.solver_type in ("admm-lite-energy", "admm-lite-cost", "admm-lite")
assert sc.max_iterations == 50
assert sc.rho > 0
def test_simulate_solver_step_returns_dict():
lp = LocalProblem(id="lp1", domain="energy", assets={}, objective="min_cost")
sv = SharedVariables()
sc = compile_to_solver(lp, sv)
step = simulate_solver_step(sc, lp, sv, delta={"x": 1})
assert isinstance(step, dict)
assert step.get("iteration") == 1
assert step.get("delta_applied") == {"x": 1}