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Aryan Singh e1ac514f30 Add dynamic agent registry and options mandate
Introduces a dashboard-managed agent registry (`state/agents.json`) used by nightly research and market-open execution, including support for custom/disabled agents and per-agent time budgets. Expands personas to four agents (adds Maverick), shifts pick targets to include mandatory options, and updates prompts/finalization nudges to enforce option research without hard-failing runs.

Strengthens execution safety by adding option-specific guardrails (conviction floor, premium cap, reserved option slot through trade/day/buying-power caps), validates OCC option symbols in schemas, and normalizes invalid option direction cases. The dashboard was refactored into modular views, adds an Agents admin tab, and improves live portfolio visibility with Alpaca-first data and snapshot fallback.
2026-07-07 22:00:20 -05:00

209 lines
7.3 KiB
Python

"""Pure-function tests for the risk guardrails — no network, deterministic."""
from __future__ import annotations
from datetime import datetime, timezone
from agents.schemas import AgentOutput, Pick
from config.risk import RiskConfig
from execution.guardrails import plan_orders
EQUITY = 100_000.0
CAPS = {"nova": 0.10, "warren_lite": 0.08, "atlas": 0.09}
def _out(persona_id: str, picks: list[Pick]) -> AgentOutput:
return AgentOutput(
agent_name=persona_id,
persona_id=persona_id,
started_at=datetime.now(timezone.utc),
picks=picks,
)
def _pick(ticker, conviction=0.7, weight=0.08, direction="long") -> Pick:
return Pick(
ticker=ticker, conviction=conviction, thesis="t",
requested_weight_pct=weight, direction=direction,
)
def _plan(agent_outputs, prices, *, risk=None, held=None, buying_power=EQUITY):
return plan_orders(
agent_outputs,
equity=EQUITY,
buying_power=buying_power,
prices=prices,
held_symbols=held or set(),
risk=risk or RiskConfig(),
persona_caps=CAPS,
)
def test_shorts_dropped_when_disabled():
orders, notes = _plan(
[_out("nova", [_pick("NVDA"), _pick("TSLA", direction="short")])],
{"NVDA": 200.0, "TSLA": 250.0},
risk=RiskConfig(allow_shorts=False),
)
tickers = {o.ticker for o in orders}
assert "NVDA" in tickers and "TSLA" not in tickers
assert any("shorts disabled" in n for n in notes)
def test_shorts_kept_when_enabled():
orders, _ = _plan(
[_out("nova", [_pick("NVDA"), _pick("TSLA", direction="short")])],
{"NVDA": 200.0, "TSLA": 250.0},
risk=RiskConfig(allow_shorts=True),
)
by_ticker = {o.ticker: o for o in orders}
assert "TSLA" in by_ticker and by_ticker["TSLA"].direction == "short"
assert by_ticker["NVDA"].direction == "long"
def test_dedup_highest_conviction_wins():
orders, _ = _plan(
[
_out("nova", [_pick("MSFT", conviction=0.6)]),
_out("atlas", [_pick("MSFT", conviction=0.9)]),
],
{"MSFT": 400.0},
)
msft = [o for o in orders if o.ticker == "MSFT"]
assert len(msft) == 1
assert msft[0].persona_id == "atlas" and msft[0].conviction == 0.9
def test_per_agent_trade_cap():
picks = [_pick(t, conviction=c) for t, c in [("A", 0.9), ("B", 0.8), ("C", 0.7), ("D", 0.6)]]
orders, notes = _plan(
[_out("nova", picks)],
{"A": 10.0, "B": 10.0, "C": 10.0, "D": 10.0},
risk=RiskConfig(max_trades_per_agent=2),
)
assert len(orders) == 2
assert {o.ticker for o in orders} == {"A", "B"} # top conviction kept
def test_min_price_filter():
orders, notes = _plan([_out("nova", [_pick("PENNY")])], {"PENNY": 1.5})
assert orders == []
assert any("min" in n for n in notes)
def test_skip_already_held():
orders, notes = _plan(
[_out("nova", [_pick("NVDA"), _pick("AMD")])],
{"NVDA": 200.0, "AMD": 150.0},
held={"NVDA"},
)
assert {o.ticker for o in orders} == {"AMD"}
assert any("already held" in n for n in notes)
def test_sizing_and_weight_clamp():
# requested 50% clamps to nova cap 10% -> qty = floor(0.10 * 100000 / 200) = 50
orders, _ = _plan([_out("nova", [_pick("NVDA", weight=0.50)])], {"NVDA": 200.0})
assert len(orders) == 1
o = orders[0]
assert abs(o.weight_pct - 0.10) < 1e-9
assert o.qty == 50
def test_day_cap_truncates_by_conviction():
picks = [_pick(f"T{i}", conviction=0.5 + i / 100) for i in range(6)]
orders, notes = _plan(
[_out("nova", picks[:3]), _out("atlas", picks[3:])],
{f"T{i}": 100.0 for i in range(6)},
risk=RiskConfig(max_trades_per_day=3, max_trades_per_agent=5),
)
assert len(orders) == 3
assert any("day cap" in n for n in notes)
def test_option_sizing_by_premium():
opt = Pick(
ticker="AAPL", conviction=0.8, thesis="bullish", requested_weight_pct=0.10,
instrument="option", option_right="call",
contract_symbol="AAPL260724C00295000", strike=295.0, expiry="2026-07-24",
)
orders, _ = _plan([_out("nova", [opt])], {"AAPL260724C00295000": 7.39})
assert len(orders) == 1
o = orders[0]
assert o.instrument == "option" and o.multiplier == 100
assert o.contract_symbol == "AAPL260724C00295000"
# premium cap: weight = min(requested, persona cap, max_option_weight_pct=0.10)
# qty = floor(0.10 * 100000 / (7.39 * 100)) = floor(10000 / 739) = 13
assert abs(o.weight_pct - 0.10) < 1e-9
assert o.qty == 13
def test_buying_power_trim():
# 2 orders needing 50k each but only 60k buying power -> keep the higher conviction one
orders, notes = _plan(
[_out("nova", [_pick("HI", conviction=0.9, weight=0.10),
_pick("LO", conviction=0.5, weight=0.10)])],
{"HI": 200.0, "LO": 200.0},
buying_power=12_000.0, # only one 50-share*200=10k order fits
)
assert len(orders) == 1
assert orders[0].ticker == "HI"
assert any("buying power" in n for n in notes)
def _opt_pick(ticker="AAPL", conviction=0.8, weight=0.05, right="call"):
sym = f"{ticker}260724{'C' if right == 'call' else 'P'}00295000"
return Pick(
ticker=ticker, conviction=conviction, thesis="t", requested_weight_pct=weight,
instrument="option", option_right=right, contract_symbol=sym,
strike=295.0, expiry="2026-07-24",
)
def test_option_conviction_gate():
lo = _opt_pick("AAPL", conviction=0.4)
hi = _opt_pick("MSFT", conviction=0.8)
orders, notes = _plan(
[_out("nova", [lo, hi])],
{lo.contract_symbol: 3.0, hi.contract_symbol: 3.0},
)
assert {o.ticker for o in orders} == {"MSFT"}
assert any("conviction" in n and "floor" in n for n in notes)
def test_option_reserved_in_per_agent_cap():
# option is the LOWEST conviction of 5 picks with cap 4 — it must still survive
eq = [_pick(t, conviction=c) for t, c in [("A", 0.9), ("B", 0.85), ("C", 0.8), ("D", 0.75)]]
opt = _opt_pick("AAPL", conviction=0.7)
prices = {p.ticker: 100.0 for p in eq} | {opt.contract_symbol: 3.0}
orders, notes = _plan([_out("nova", [*eq, opt])], prices)
assert len(orders) == 4
assert any(o.instrument == "option" for o in orders)
assert any("reserved option slot" in n for n in notes)
def test_option_reserved_in_day_cap():
# day cap 2, option ranks 3rd by conviction -> swapped back in
eq = [_pick(t, conviction=c) for t, c in [("A", 0.9), ("B", 0.85)]]
opt = _opt_pick("AAPL", conviction=0.7)
prices = {p.ticker: 100.0 for p in eq} | {opt.contract_symbol: 3.0}
orders, notes = _plan(
[_out("nova", [*eq, opt])], prices,
risk=RiskConfig(max_trades_per_day=2, max_trades_per_agent=5),
)
assert len(orders) == 2
assert any(o.instrument == "option" for o in orders)
assert any("reserved option" in n for n in notes)
def test_option_survives_buying_power_trim():
# option has lowest conviction but equities get dropped first
eq = [_pick("BIG", conviction=0.9, weight=0.10)]
opt = _opt_pick("AAPL", conviction=0.7, weight=0.05)
prices = {"BIG": 200.0, opt.contract_symbol: 5.0}
# equity order = 50 * 200 = 10k; option = qty 10 * 5 * 100 = 5k; BP only fits the option
orders, notes = _plan([_out("nova", [*eq, opt])], prices, buying_power=6_000.0)
assert len(orders) == 1
assert orders[0].instrument == "option"