feat: option lab

This commit is contained in:
OpenSquared
2026-07-28 11:14:31 +02:00
parent 568414ca0c
commit d2c393b8e5
11 changed files with 757 additions and 29 deletions

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@@ -1,4 +1,4 @@
from fastapi import APIRouter, HTTPException
from fastapi import APIRouter, HTTPException, Query
import traceback as tb_mod
from pydantic import BaseModel
from typing import Optional, List, Dict, Any
@@ -179,6 +179,21 @@ def position_payoff(pos_id: str):
return compute_payoff(pos)
@router.get("/positions/{pos_id}/retrospective-optimal")
def position_retrospective_optimal(pos_id: str, as_of: str = Query(None)):
""""What would have been optimal, in hindsight?" — reprices the position's real legs
and runs the Strategy Builder optimizer against the REAL historical Saxo chain and the
REALIZED spot/IV move since entry (not a guessed scenario) — see
services.strategy_comparison.compute_retrospective_comparison. Expensive (runs the full
template-search optimizer), so this is on-demand from the Portfolio position detail, not
auto-computed for every open position."""
from services.strategy_comparison import compute_retrospective_comparison
pos = next((p for p in get_positions("open") + get_positions("closed") if p["id"] == pos_id), None)
if not pos:
raise HTTPException(status_code=404, detail=f"Position '{pos_id}' introuvable")
return compute_retrospective_comparison(pos, as_of=as_of)
@router.get("/scenario-exposure")
def scenario_exposure():
"""Reprices every open position under a handful of named macro scenarios (Risk-Off,

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@@ -248,3 +248,19 @@ def saxo_iv_snapshot(symbol: str):
def saxo_iv_history(symbol: str, days: int = Query(90, ge=1, le=730)):
from services.saxo_iv_engine import get_saxo_iv_history
return get_saxo_iv_history(symbol, days)
@router.get("/pricing-check")
def saxo_pricing_check(
ticker: str = Query(...),
date_a: str = Query(..., description="YYYY-MM-DD"),
date_b: str = Query(..., description="YYYY-MM-DD"),
target_dte: Optional[int] = Query(None, ge=1, le=365, description="Overrides the default (expiry closest to date_b)"),
):
"""Options Lab — was this option well priced between two dates? Picks the strike closest
to the underlying's actual outcome at date_b (hindsight), and by default the expiry
closest to date_b too (same hindsight principle, overridable via target_dte), reprices
it at both dates from real Saxo history, and decomposes the price move into
Delta/Theta/Vega contributions — see services.pricing_check.analyze_option_pricing."""
from services.pricing_check import analyze_option_pricing
return analyze_option_pricing(ticker, date_a, date_b, target_dte)

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@@ -13,9 +13,10 @@ from typing import Any, Dict, List, Optional
def get_chain_slice(
symbol: str, target_days: int = 8, n_expiries: int = 3,
dte_min: Optional[int] = None, dte_max: Optional[int] = None,
as_of: Optional[str] = None,
) -> Dict[str, Any]:
"""
Builds a chain slice from the latest accumulated Saxo snapshot rows for `symbol`
Builds a chain slice from the accumulated Saxo snapshot rows for `symbol`
(services/database.get_latest_saxo_snapshot_rows). Returns the `n_expiries`
expirations closest to target_days, each with calls/puts rows shaped
{strike, bid, ask, mid, last, iv, open_interest, volume} — same shape regardless
@@ -26,19 +27,27 @@ def get_chain_slice(
scenario at a short horizon (e.g. target_days=8) while still building legs from
longer-dated options (e.g. dte_min=20, dte_max=60), which target_days alone can't
express since it drives both the evaluation date and (until now) the expiry pick.
"""
from services.database import get_latest_saxo_snapshot_rows
flat_rows = get_latest_saxo_snapshot_rows(symbol.upper())
`as_of` (an ISO date/datetime string), when given, reconstructs the chain as it stood
at or before that moment instead of "now" — services.database.get_snapshot_rows_asof,
same row shape, just filtered by created_at. This is what powers the Portfolio
retrospective comparison (services.strategy_comparison): it needs the chain as it
really was on a position's entry_date, not today's. Every days-to-expiry figure is
computed relative to `as_of` in that case, not date.today() — using today's date to
size a historical chain would silently misdate every contract in it.
"""
from services.database import get_latest_saxo_snapshot_rows, get_snapshot_rows_asof
flat_rows = get_snapshot_rows_asof(symbol.upper(), as_of) if as_of else get_latest_saxo_snapshot_rows(symbol.upper())
if not flat_rows:
raise ValueError(
f"Aucun historique Saxo pour '{symbol}' — ajoutez-le à la watchlist "
f"(Config → Saxo) et attendez le prochain cycle de snapshot (~5 min)."
f"Aucun historique Saxo pour '{symbol}'" + (f" à la date {as_of}" if as_of else "") +
" — ajoutez-le à la watchlist (Config → Saxo) et attendez le prochain cycle de snapshot (~5 min)."
)
spot = next((r["spot"] for r in flat_rows if r.get("spot") is not None), None)
as_of = max((r["created_at"] for r in flat_rows if r.get("created_at")), default=None)
today = date.today()
snapshot_as_of = max((r["created_at"] for r in flat_rows if r.get("created_at")), default=None)
reference_date = datetime.strptime(as_of[:10], "%Y-%m-%d").date() if as_of else date.today()
by_expiry: Dict[str, List[Dict[str, Any]]] = {}
for r in flat_rows:
@@ -46,7 +55,7 @@ def get_chain_slice(
by_expiry.setdefault(r["expiry_date"], []).append(r)
def _days_to(expiry_date: str) -> int:
return (datetime.strptime(expiry_date[:10], "%Y-%m-%d").date() - today).days
return (datetime.strptime(expiry_date[:10], "%Y-%m-%d").date() - reference_date).days
candidates = list(by_expiry.keys())
if dte_min is not None or dte_max is not None:
@@ -98,7 +107,7 @@ def get_chain_slice(
"symbol": symbol.upper(),
"proxy": symbol.upper(),
"spot": round(float(spot), 6) if spot is not None else None,
"as_of": as_of,
"as_of": snapshot_as_of,
"expiries": expiries_out,
}

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@@ -5,7 +5,10 @@ from datetime import datetime, timedelta
import math
def black_scholes(S: float, K: float, T: float, r: float, sigma: float, option_type: str = "call") -> Dict[str, float]:
def black_scholes(
S: float, K: float, T: float, r: float, sigma: float, option_type: str = "call",
include_second_order: bool = True,
) -> Dict[str, float]:
"""Black-Scholes pricing + Greeks (first-order delta/gamma/theta/vega/rho, plus the
second-order Greeks used by Strategy Builder's "advanced sensitivities" panel: vanna,
charm, vomma/volga, veta, speed, color, zomma — vera deliberately omitted, see project
@@ -16,15 +19,24 @@ def black_scholes(S: float, K: float, T: float, r: float, sigma: float, option_t
is verified against finite-difference bumps of this same function's own first-order
outputs (see scratchpad test_second_order_greeks.py from the Phase 3 build), not just
hand-derived from a textbook, since these third-derivative formulas are easy to get
subtly wrong."""
subtly wrong.
`include_second_order=False` skips that block entirely — strategy_engine.value_at()
(the workhorse of check_bounded_risk's ~700-point grid search per candidate, itself
called for every candidate the optimizer scans) only ever reads `["price"]`, so paying
for 7 unused derivatives on every one of those hundreds of thousands of calls was pure
waste discovered while profiling the Phase 4 retrospective-comparison feature — this
flag is what fixed it, not a hypothetical optimization."""
S = float(S or 100.0)
K = float(K or S)
T = float(T or 0.001)
sigma = float(sigma or 0.25)
if T <= 0 or sigma <= 0:
intrinsic = max(0, S - K) if option_type == "call" else max(0, K - S)
return {"price": intrinsic, "delta": 0, "gamma": 0, "theta": 0, "vega": 0, "rho": 0,
"vanna": 0, "charm": 0, "vomma": 0, "veta": 0, "speed": 0, "color": 0, "zomma": 0}
result = {"price": intrinsic, "delta": 0, "gamma": 0, "theta": 0, "vega": 0, "rho": 0}
if include_second_order:
result.update({"vanna": 0, "charm": 0, "vomma": 0, "veta": 0, "speed": 0, "color": 0, "zomma": 0})
return result
sqrtT = math.sqrt(T)
d1 = (math.log(S / K) + (r + 0.5 * sigma ** 2) * T) / (sigma * sqrtT)
@@ -44,6 +56,17 @@ def black_scholes(S: float, K: float, T: float, r: float, sigma: float, option_t
theta = (-(S * phi_d1 * sigma) / (2 * sqrtT) - r * K * math.exp(-r * T) * norm.cdf(d2 if option_type == "call" else -d2)) / 365
vega = S * phi_d1 * sqrtT / 100
result = {
"price": round(price, 4),
"delta": round(delta, 4),
"gamma": round(gamma, 6),
"theta": round(theta, 4),
"vega": round(vega, 4),
"rho": round(rho, 4),
}
if not include_second_order:
return result
# Second-order — same for calls and puts (this pricer carries no dividend yield, so the
# extra q-term that would otherwise make charm/veta/color differ by option_type is zero).
vanna = (-phi_d1 * d2 / sigma) / 100
@@ -54,13 +77,7 @@ def black_scholes(S: float, K: float, T: float, r: float, sigma: float, option_t
color = (phi_d1 / (2 * S * T * sigma * sqrtT) * (2 * r * T + 1 + d1 * (2 * r * T - d2 * sigma * sqrtT) / (sigma * sqrtT))) / 365
zomma = (gamma * (d1 * d2 - 1) / sigma) / 100
return {
"price": round(price, 4),
"delta": round(delta, 4),
"gamma": round(gamma, 6),
"theta": round(theta, 4),
"vega": round(vega, 4),
"rho": round(rho, 4),
result.update({
"vanna": round(vanna, 6),
"charm": round(charm, 6),
"vomma": round(vomma, 6),
@@ -68,7 +85,8 @@ def black_scholes(S: float, K: float, T: float, r: float, sigma: float, option_t
"speed": round(speed, 8),
"color": round(color, 8),
"zomma": round(zomma, 6),
}
})
return result
def compute_pnl_curve(

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@@ -0,0 +1,164 @@
"""
Options Lab — "was this option well priced between two dates?" A fine-grained pricing audit
for a single contract on an instrument, reusing the same `as_of` historical reconstruction
built for the Portfolio retrospective comparison (services.strategy_comparison /
services.option_chain's as_of param — see project memory).
The strike is chosen WITH HINDSIGHT: the one closest to where the underlying actually ended
up by `date_b` ("as if we'd guessed the strike correctly"). That's deliberate — a contract
near-the-money-at-the-outcome is the one whose value is most sensitive to the realized move,
which makes it the most revealing lens on whether the volatility priced in at `date_a` was
actually justified by what happened, rather than picking an arbitrary strike that stayed
deep OTM/ITM the whole time and would show almost nothing either way.
The price move for each leg is decomposed via its own real Greeks at date_a — Delta×Δspot +
Theta×elapsed_days + Vega×ΔIV — the "explained" move; whatever's left over ("residual") is
what a pure Black-Scholes/Greeks story doesn't account for (gamma curvature, skew shift,
liquidity/spread noise, or a genuine pricing anomaly).
"""
from typing import Any, Dict, List, Optional
def _realized_vol(yf_ticker: str, date_a: str, date_b: str) -> Optional[float]:
"""Annualized realized vol of the underlying's own daily closes over [date_a, date_b] —
compared against the option's implied vol at date_a to answer "was IV a good forecast
of what actually happened," the classic IV-vs-RV question."""
import numpy as np
from services.data_fetcher import get_historical
hist = get_historical(yf_ticker, start=date_a, end=date_b, interval="1d")
closes = [h["close"] for h in hist if h.get("close")]
if len(closes) < 3:
return None
log_returns = np.diff(np.log(closes))
if len(log_returns) < 2:
return None
return float(np.std(log_returns, ddof=1) * np.sqrt(252))
def _leg_quote(rows: List[Dict[str, Any]], expiry_date: str, strike: float, option_type: str) -> Optional[Dict[str, Any]]:
for r in rows:
if r.get("expiry_date") == expiry_date and abs((r.get("strike") or -1e9) - strike) < 1e-6 and r.get("option_type") == option_type:
bid, ask = r.get("bid") or 0.0, r.get("ask") or 0.0
mid = r.get("mid") or (round((bid + ask) / 2, 6) if (bid > 0 and ask > 0) else 0.0)
vol_pct = r.get("volatility_pct")
return {"bid": bid, "ask": ask, "mid": mid, "iv": (float(vol_pct) / 100.0) if vol_pct is not None else None}
return None
def analyze_option_pricing(ticker: str, date_a: str, date_b: str, target_dte: Optional[int] = None) -> Dict[str, Any]:
from datetime import datetime
from services.database import get_saxo_option_symbol_for_ticker, get_snapshot_rows_asof
from services.option_chain import get_chain_slice
from services.options_pricer import black_scholes
saxo_symbol = get_saxo_option_symbol_for_ticker(ticker)
if not saxo_symbol:
return {"available": False, "reason": f"'{ticker}' n'est pas lié à un chain Saxo (Config → Instruments Watchlist)."}
if date_b <= date_a:
return {"available": False, "reason": "La date de fin doit être postérieure à la date de départ."}
# Same hindsight principle as the strike selection below: by default, target the expiry
# closest to date_b (not an arbitrary fixed DTE) — so the contract is still evaluated
# right around the moment we actually care about, rather than risking one that's been
# expired for weeks by date_b just because target_dte was picked independently of it.
# An explicit target_dte still overrides this, e.g. to deliberately look at a
# longer-dated contract than the comparison window itself.
if target_dte is None:
target_dte = (
datetime.strptime(date_b[:10], "%Y-%m-%d").date() - datetime.strptime(date_a[:10], "%Y-%m-%d").date()
).days
try:
chain_a = get_chain_slice(saxo_symbol, target_days=target_dte, n_expiries=1, as_of=date_a)
except ValueError as e:
return {"available": False, "reason": f"Pas d'historique Saxo au {date_a} : {e}"}
expiry = chain_a["expiries"][0]
expiry_date = expiry["expiry_date"]
spot_a = chain_a["spot"]
strikes_a = sorted({row["strike"] for row in expiry["calls"]} | {row["strike"] for row in expiry["puts"]})
if not strikes_a or spot_a is None:
return {"available": False, "reason": "Aucun strike/spot exploitable dans le chain à cette date."}
rows_b = get_snapshot_rows_asof(saxo_symbol, date_b)
if not rows_b:
return {"available": False, "reason": f"Pas d'historique Saxo au {date_b}."}
spot_b = next((r["spot"] for r in rows_b if r.get("spot") is not None), None)
if spot_b is None:
return {"available": False, "reason": "Spot manquant dans l'historique Saxo à la date de fin."}
# "As if we'd guessed the strike" — closest to where the underlying actually ended up.
chosen_strike = min(strikes_a, key=lambda k: abs(k - spot_b))
rows_a = get_snapshot_rows_asof(saxo_symbol, date_a)
d_a = datetime.strptime(date_a[:10], "%Y-%m-%d").date()
d_b = datetime.strptime(date_b[:10], "%Y-%m-%d").date()
d_exp = datetime.strptime(expiry_date[:10], "%Y-%m-%d").date()
elapsed_days = (d_b - d_a).days
days_to_expiry_a = (d_exp - d_a).days
days_to_expiry_b = (d_exp - d_b).days
expired_by_b = days_to_expiry_b <= 0
r = 0.05
legs_out: Dict[str, Any] = {}
for opt_type in ("call", "put"):
q_a = _leg_quote(rows_a, expiry_date, chosen_strike, opt_type)
if not q_a or q_a["mid"] <= 0 or q_a["iv"] is None:
legs_out[opt_type] = {"available": False}
continue
greeks_a = black_scholes(spot_a, chosen_strike, max(days_to_expiry_a, 1) / 365, r, q_a["iv"], opt_type)
intrinsic_a = max(0.0, spot_a - chosen_strike) if opt_type == "call" else max(0.0, chosen_strike - spot_a)
time_value_a = q_a["mid"] - intrinsic_a
if expired_by_b:
price_b = max(0.0, spot_b - chosen_strike) if opt_type == "call" else max(0.0, chosen_strike - spot_b)
iv_b, intrinsic_b, time_value_b = None, price_b, 0.0
else:
q_b = _leg_quote(rows_b, expiry_date, chosen_strike, opt_type)
if not q_b or q_b["mid"] <= 0:
legs_out[opt_type] = {"available": False}
continue
price_b, iv_b = q_b["mid"], q_b["iv"]
intrinsic_b = max(0.0, spot_b - chosen_strike) if opt_type == "call" else max(0.0, chosen_strike - spot_b)
time_value_b = price_b - intrinsic_b
actual_change = price_b - q_a["mid"]
delta_pnl = greeks_a["delta"] * (spot_b - spot_a)
theta_pnl = greeks_a["theta"] * elapsed_days
vega_pnl = greeks_a["vega"] * ((iv_b - q_a["iv"]) * 100) if iv_b is not None else 0.0
explained = delta_pnl + theta_pnl + vega_pnl
legs_out[opt_type] = {
"available": True,
"price_a": round(q_a["mid"], 4), "price_b": round(price_b, 4), "actual_change": round(actual_change, 4),
"iv_a": round(q_a["iv"], 4), "iv_b": round(iv_b, 4) if iv_b is not None else None,
"intrinsic_a": round(intrinsic_a, 4), "time_value_a": round(time_value_a, 4),
"intrinsic_b": round(intrinsic_b, 4), "time_value_b": round(time_value_b, 4),
"greeks_a": {k: greeks_a[k] for k in ("delta", "gamma", "theta", "vega")},
"attribution": {
"delta_pnl": round(delta_pnl, 4), "theta_pnl": round(theta_pnl, 4), "vega_pnl": round(vega_pnl, 4),
"explained": round(explained, 4), "residual": round(actual_change - explained, 4),
},
}
realized_vol = _realized_vol(ticker, date_a, date_b)
iv_a_ref = next((legs_out[t]["iv_a"] for t in ("call", "put") if legs_out.get(t, {}).get("available")), None)
return {
"available": True,
"ticker": ticker, "saxo_symbol": saxo_symbol,
"date_a": date_a, "date_b": date_b, "elapsed_days": elapsed_days,
"target_dte_used": target_dte,
"expiry_date": expiry_date, "expired_by_date_b": expired_by_b,
"spot_a": round(spot_a, 6), "spot_b": round(spot_b, 6),
"spot_change_pct": round((spot_b - spot_a) / spot_a * 100, 2) if spot_a else None,
"chosen_strike": chosen_strike,
"iv_a": iv_a_ref,
"realized_vol": round(realized_vol, 4) if realized_vol is not None else None,
"vol_risk_premium": (
round(iv_a_ref - realized_vol, 4) if (iv_a_ref is not None and realized_vol is not None) else None
),
"legs": legs_out,
}

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@@ -0,0 +1,169 @@
"""
Retrospective "what would have been optimal" comparison for an existing Portfolio position
— reuses the Strategy Builder optimizer (services.strategy_optimizer.optimize) against the
REAL historical option chain reconstructed as of the position's entry_date
(services.option_chain.get_chain_slice's `as_of` param, backed by
services.database.get_snapshot_rows_asof — the accumulated Saxo snapshot history, not
synthetic data), scored against the REALIZED spot/IV move between entry and the comparison
date rather than a guessed scenario — it's not a forecast, it's what actually happened.
Results are compared in PERCENTAGE terms (return on capital / return on risk), never raw
dollars: Strategy Builder's own pricer (services.strategy_engine, contract_size configurable,
FX-lot-style default 100_000) and Portfolio's pricer (services.portfolio_pricing, hardcoded
qty*100 equity-option-style) use different contract-size conventions for historical reasons —
comparing their dollar outputs directly would silently misstate the comparison by orders of
magnitude (the exact class of bug this project hit before with the COMEX copper scale issue).
A % return is convention-agnostic since the contract size cancels out of the ratio.
"""
from datetime import date, datetime
from typing import Any, Dict, Optional
def _reprice_actual_legs_pct(
legs: list, chain_entry: Dict[str, Any], surface_entry, surface_realized,
horizon_days: int, capital_invested: float, ib_fees_entry: float,
) -> Optional[float]:
"""% return of the position's REAL legs, priced at entry (services.portfolio_pricing's
own qty*100 convention — mirrored here, not imported, since that module's functions are
tied to "now" market data, not a historical `as_of` chain) then repriced under the
realized move. Returns None if the position has no legs to price."""
from services.options_pricer import black_scholes
from services.option_chain import find_quote
if not legs:
return None
r = 0.05
S_entry = chain_entry["spot"]
S_realized = surface_realized.spot
T_remaining = max(horizon_days, 0) / 365
pnl = -ib_fees_entry
for leg in legs:
K = leg.get("strike") or S_entry
opt_type = leg.get("option_type", "call")
qty = leg.get("quantity", 1)
sign = 1 if leg.get("position", "long") == "long" else -1
days_to_expiry = leg.get("days_to_expiry", 90)
entry_premium = leg.get("premium_paid")
if entry_premium is None:
quote = find_quote(chain_entry, leg.get("expiry_date", ""), K, opt_type)
if quote and quote.get("bid", 0) > 0 and quote.get("ask", 0) > 0:
entry_premium = quote["mid"]
else:
sigma_entry = surface_entry.iv_at(K, days_to_expiry)
entry_premium = black_scholes(S_entry, K, max(days_to_expiry, 1) / 365, r, sigma_entry, opt_type)["price"]
remaining = max(days_to_expiry - horizon_days, 0.001)
sigma_realized = surface_realized.iv_at(K, remaining)
realized_price = (
black_scholes(S_realized, K, remaining / 365, r, sigma_realized, opt_type)["price"]
if T_remaining > 0 and remaining > 0.001
else (max(0.0, S_realized - K) if opt_type == "call" else max(0.0, K - S_realized))
)
pnl += sign * qty * 100 * (realized_price - entry_premium)
if not capital_invested:
return None
return round(pnl / capital_invested * 100, 2)
def compute_retrospective_comparison(pos: Dict[str, Any], as_of: Optional[str] = None) -> Dict[str, Any]:
from services.database import get_saxo_option_symbol_for_ticker
from services.option_chain import get_chain_slice
from services.vol_surface import build_surface, apply_scenario
from services.strategy_optimizer import optimize as run_optimizer
underlying = pos["underlying"]
saxo_symbol = get_saxo_option_symbol_for_ticker(underlying)
if not saxo_symbol:
return {"available": False, "reason": f"'{underlying}' n'est pas lié à un chain Saxo (Config → Instruments Watchlist)."}
entry_date = pos["entry_date"][:10]
as_of_date = (as_of or pos.get("close_date") or date.today().isoformat())[:10]
if as_of_date <= entry_date:
return {"available": False, "reason": "La date de comparaison doit être postérieure à la date d'entrée."}
horizon_days = (
datetime.strptime(as_of_date, "%Y-%m-%d").date() - datetime.strptime(entry_date, "%Y-%m-%d").date()
).days
target_days_entry = pos.get("expiry_days", 90)
try:
chain_entry = get_chain_slice(saxo_symbol, target_days=target_days_entry, n_expiries=3, as_of=entry_date)
except ValueError as e:
return {"available": False, "reason": f"Pas d'historique Saxo à la date d'entrée ({entry_date}) : {e}"}
try:
chain_realized = get_chain_slice(
saxo_symbol, target_days=max(target_days_entry - horizon_days, 1), n_expiries=3,
as_of=as_of_date if as_of else None,
)
except ValueError as e:
return {"available": False, "reason": f"Pas d'historique Saxo à la date de comparaison ({as_of_date}) : {e}"}
surface_entry = build_surface(chain_entry)
surface_realized_base = build_surface(chain_realized)
spot_entry = chain_entry["spot"]
spot_realized = chain_realized["spot"]
if not spot_entry or not spot_realized:
return {"available": False, "reason": "Spot manquant dans l'historique Saxo à l'une des deux dates."}
realized_spot_shock_pct = round((spot_realized - spot_entry) / spot_entry * 100, 2)
iv_entry = surface_entry.iv_at(spot_entry, target_days_entry)
iv_realized = surface_realized_base.iv_at(spot_realized, max(target_days_entry - horizon_days, 1))
realized_iv_shift = round(iv_realized - iv_entry, 4)
# The same realized shock, applied on top of the ENTRY surface — puts the "actual
# position" and "optimal candidates" repricing on the exact same footing (both start
# from what was really quoted at entry, both move by what really happened afterwards).
surface_realized = apply_scenario(surface_entry, spot_shock_pct=realized_spot_shock_pct, iv_level_shift=realized_iv_shift)
actual_return_pct = _reprice_actual_legs_pct(
pos.get("legs", []), chain_entry, surface_entry, surface_realized,
horizon_days, pos.get("capital_invested") or 0, pos.get("ib_fees_entry", 0),
)
optimal_candidates = run_optimizer(
symbol=saxo_symbol, horizon_days=horizon_days,
spot_shock_pct=realized_spot_shock_pct, iv_level_shift=realized_iv_shift,
skew_tilt=0.0, term_slope_shift=0.0, manual_grid=None, n_expiries=3, rate=0.05,
constraints={"max_legs": 4, "delta_threshold": None, "max_loss_cap": None},
objective="net_pnl", top_n=5, as_of=entry_date,
)
# NOT "return on max_loss": check_bounded_risk's worst-case search is unreliable for
# multi-expiry (calendar/diagonal) structures — the far leg is still alive and vol-
# dependent at the near leg's expiry, so its "max loss" can come out implausibly small
# regardless of precise=True/False, producing a nonsense ratio (verified empirically:
# >9000% "return on risk" on a diagonal in testing). Comparing against the SAME capital
# basis as the actual position (capital_invested) sidesteps that search entirely — "if
# you'd put the same money into this instead" is also a more direct answer to "what
# should I have done" than a max-loss ratio would be. Repriced at contract_size=100 to
# match Portfolio's own per-contract convention (see module docstring) rather than
# Strategy Builder's default FX-lot size, so the dollar P&L this produces is actually on
# the same footing as capital_invested, not just a same-shaped ratio.
from services.strategy_engine import price_combo
capital = pos.get("capital_invested") or 0
for c in optimal_candidates:
try:
precise = price_combo(
c["legs"], chain_entry, surface_entry, surface_realized, horizon_days,
r=0.05, contract_size=100, precise=True,
)
c["net_pnl"], c["max_gain"], c["max_loss"] = precise["net_pnl"], precise["max_gain"], precise["max_loss"]
c["net_delta_now"] = precise["net_delta_now"]
c["return_on_capital_pct"] = round(precise["net_pnl"] / capital * 100, 2) if capital else None
except Exception:
c["return_on_capital_pct"] = None
return {
"available": True,
"underlying": underlying, "saxo_symbol": saxo_symbol,
"entry_date": entry_date, "as_of": as_of_date, "horizon_days": horizon_days,
"spot_entry": round(spot_entry, 6), "spot_realized": round(spot_realized, 6),
"realized_spot_shock_pct": realized_spot_shock_pct,
"iv_entry": round(iv_entry, 4), "iv_realized": round(iv_realized, 4), "realized_iv_shift": realized_iv_shift,
"actual_return_pct": actual_return_pct,
"optimal_candidates": optimal_candidates,
}

View File

@@ -81,7 +81,10 @@ def value_at(
r: float,
contract_size: float = DEFAULT_CONTRACT_SIZE,
) -> float:
"""Signed portfolio value (BS reprice for unexpired legs, intrinsic for expired ones)."""
"""Signed portfolio value (BS reprice for unexpired legs, intrinsic for expired ones).
check_bounded_risk calls this ~700 times per candidate it evaluates — second-order
Greeks are never read here, so they're skipped (include_second_order=False) rather than
computed and discarded on every one of those calls."""
total = 0.0
for leg in legs:
remaining = leg["days_to_expiry"] - eval_days_from_now
@@ -91,7 +94,7 @@ def value_at(
price = _intrinsic(S, leg["strike"], leg["option_type"])
else:
sigma = surface.iv_at(leg["strike"], remaining)
price = black_scholes(S, leg["strike"], remaining / 365, r, sigma, leg["option_type"])["price"]
price = black_scholes(S, leg["strike"], remaining / 365, r, sigma, leg["option_type"], include_second_order=False)["price"]
total += sign * price * qty * contract_size
return total

View File

@@ -273,9 +273,10 @@ def optimize(
dte_min: Optional[int] = None,
dte_max: Optional[int] = None,
greek_profile: Optional[Dict[str, Any]] = None,
as_of: Optional[str] = None,
) -> List[Dict[str, Any]]:
r = rate + rate_shock_bps / 10000.0
chain_slice = get_chain_slice(symbol, horizon_days, n_expiries, dte_min=dte_min, dte_max=dte_max)
chain_slice = get_chain_slice(symbol, horizon_days, n_expiries, dte_min=dte_min, dte_max=dte_max, as_of=as_of)
surface_now = build_surface(chain_slice)
surface_scenario = apply_scenario(
surface_now, spot_shock_pct=spot_shock_pct, iv_level_shift=iv_level_shift,