Files
PythagorasGoal/scripts/analysis/report_families.py
T
Adriano Dal Pastro a85289d7c7 feat(xsec): XS01 reversione cross-sectional (8 asset) -> PORT06 PAPER
Famiglia NUOVA trovata in sessione (dopo aver scartato trend/breakout/seasonal/
opzioni/funding come rumore): ogni 12h long i perdenti relativi / short i vincenti
su 8 asset, market-neutral. Scorrelata (~0) da pairs e fade -> diversificatore.

- engine canonico scripts/strategies/XS01_cross_sectional.py (no look-ahead, plateau
  OOS Sharpe 2-3.9, 5/5 anni+, edge concentrato 2025, cost-sensitive ~0.35% RT).
- src/live/xsec_worker.py CrossSectionalWorker: validate_xsec_worker == backtest ESATTO
  (4993/1427 trade). Mirror della cadenza engine (entry-to-entry = hold+1).
- gate PORT06: +XS01 -> OOS Sharpe 9.66->10.07, FULL DD 3.68->3.46 (OOS DD +0.17pp,
  risk-contrib 2.2%). xsec_port06_gate.py.
- wiring: _defs XSEC in PORT06 (19 sleeve, family XSEC), build_everything, runner
  kind=xsec, asset_days da supported (fix fetch alt anche per paper sleeves), paper.
- 8 gambe -> niente exec reale -> gira PAPER. Regression-lock 18->19, FULL 7.20->7.34,
  OOS 9.66->10.07. 93 test verdi. Diario 2026-06-09-xs01-cross-sectional.md.

Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
2026-06-09 21:38:05 +00:00

159 lines
6.9 KiB
Python

"""Report riassuntivo: tutte le strategie/famiglie per anno + analisi di integrazione.
Consolida in un solo posto:
(A) RET% NETTO per anno per FAMIGLIA (FADE / HONEST / PAIRS / TSM01) e per i portafogli.
(B) RET% NETTO per anno per ogni STRATEGIA singola (tutti gli sleeve).
(C) INTEGRAZIONE: cosa succede al MASTER aggiungendo le nuove famiglie (pairs, TSM01).
(D) Numeri SOBRI (worst-case) e raccomandazione operativa.
Famiglie:
FADE (reversione intraday 1h, long/short, BTC/ETH): MR01, MR02, MR07
HONEST (long-only multi-regime multi-crypto): DIP01, TR01, ROT02
PAIRS (market-neutral spread reversion, config universale): 5 coppie
TSM01 (TSMOM multi-orizzonte, diversificatore)
Tutto NETTO fee, leva 3x (vedi nota sobria leva 2x), finestra comune 2021-2026, OOS=ultimo 30%.
"""
from __future__ import annotations
import sys
from pathlib import Path
import pandas as pd
PROJECT_ROOT = Path(__file__).resolve().parents[2]
sys.path.insert(0, str(PROJECT_ROOT))
from scripts.analysis.combine_portfolio import (
build_all_sleeves, port_returns, metrics, yearly_returns, SPLIT, OOS_DATE, IDX,
)
from scripts.analysis.honest_improve2 import _daily_equity, _norm
from scripts.analysis.pairs_research import pairs_sim, pairs_sim_flat
from scripts.analysis.tsmom_research import tsmom_sim
from scripts.strategies.PR01_pairs_reversion import PAIRS
from scripts.analysis.shape_ml_validate import shape_daily_equity
YEARS = sorted(set(IDX.year))
def daily_from(eq_ts, eq_v):
return _norm(_daily_equity(eq_ts, eq_v, IDX))
def build_everything():
S = build_all_sleeves() # 9 sleeve (FADE 6 + HONEST 3)
pairs = {}
for a, b, p in PAIRS:
r = pairs_sim(a, b, **p)
pairs[f"PR_{a}{b}"] = daily_from(r["eq_ts"], r["eq_v"])
# BLEND ETH/BTC 15m flat-skip (gioco Blind Traders -> gate PORT06, decorrelato 0.37
# dal 1h, edge non-artefatto-flat, worker validato). Engine LIVE-REALIZABLE identico
# al PairsWorker (pairs_sim_flat). Diari 2026-06-09-pairs15m-*.md.
# MEZZA size (pos 0.075 = meta' della canonica 0.15): a peso uguale il 15m, piu'
# volatile, contribuirebbe ~26% del rischio PORT06 (vs ~9% del 1h). Dimezzarlo lo
# riporta in linea col 1h -> blend-tilt, non scommessa dominante (col caveat slippage).
# Coerente col live (params.position_size=0.10 = meta' del family PAIRS 0.20).
r15 = pairs_sim_flat("ETH", "BTC", tf="15m", n=66, z_in=1.674, z_exit=1.0,
max_bars=35, flat_skip=True, pos=0.075)
pairs["PR_ETHBTC_15M"] = daily_from(r15["eq_ts"], r15["eq_v"])
t = tsmom_sim()
tsm = {"TSM01": daily_from(t["eq_ts"], t["eq_v"])}
shape = {f"SH_{a}": _norm(shape_daily_equity(a, IDX)) for a in ("BTC", "ETH")}
# XS01 — reversione cross-sectional (8 asset, market-neutral). Engine canonico
# scripts.strategies.XS01_cross_sectional (worker validato == backtest).
from scripts.strategies.XS01_cross_sectional import xsec_sim
x = xsec_sim()
tsm["XS01"] = daily_from(x["eq_ts"], x["eq_v"])
return S, pairs, tsm, shape
def yrow(label, dr):
yr = yearly_returns(dr)
return f" {label:<14s}" + "".join(f"{yr.get(y, 0):>+9.0f}" for y in YEARS)
def metric_block(label, dr):
f, o = metrics(dr), metrics(dr, lo=SPLIT)
return (f" {label:<16s}{f['ret']:>+9.0f}{f['cagr']:>7.0f}{f['dd']:>7.1f}{f['sharpe']:>7.2f}"
f" | {o['ret']:>+9.0f}{o['dd']:>7.1f}{o['sharpe']:>7.2f}")
def main():
print("Costruzione (puo' richiedere ~2-3 min)...\n")
S, pairs, tsm, shape = build_everything()
fade = {k: v for k, v in S.items() if k.startswith("MR")}
honest = {k: v for k, v in S.items() if not k.startswith("MR")}
fam = {
"FADE": port_returns(fade),
"HONEST": port_returns(honest),
"PAIRS": port_returns(pairs),
"TSM01": tsm["TSM01"].pct_change().fillna(0.0),
"SHAPE": port_returns(shape),
}
master9 = port_returns(S)
master_p = port_returns({**S, **pairs})
master_x = port_returns({**S, **pairs, **tsm})
master_xs = port_returns({**S, **pairs, **tsm, **shape})
# ---------- (A) per anno, per FAMIGLIA + portafogli ----------
print("=" * 110)
print(" (A) RET% NETTO PER ANNO — per FAMIGLIA e per PORTAFOGLIO | leva 3x, fee netta")
print("=" * 110)
print(f" {'':<14s}" + "".join(f"{y:>9d}" for y in YEARS))
print(" " + "-" * 104)
for k, dr in fam.items():
print(yrow(k, dr))
print(" " + "-" * 104)
print(yrow("MASTER-9", master9))
print(yrow("MASTER+pairs", master_p))
print(yrow("MASTER-esteso", master_x))
print(yrow("MASTER+shape", master_xs))
# ---------- (B) per anno, per STRATEGIA singola ----------
print("\n" + "=" * 130)
print(" (B) RET% NETTO PER ANNO — per STRATEGIA singola (tutti gli sleeve)")
print("=" * 130)
allsl = {**S, **pairs, **tsm, **shape}
cols = list(allsl)
print(f" {'Anno':>5s}" + "".join(f"{c.replace('_',''):>11s}" for c in cols))
print(" " + "-" * 124)
yr_each = {k: yearly_returns(v.pct_change().fillna(0.0)) for k, v in allsl.items()}
for y in YEARS:
print(f" {y:>5d}" + "".join(f"{yr_each[c].get(y, 0):>+11.0f}" for c in cols))
# ---------- (C) integrazione ----------
print("\n" + "=" * 96)
print(f" (C) INTEGRAZIONE delle nuove famiglie nel MASTER | OOS da {OOS_DATE} | equal-weight daily")
print("=" * 96)
print(f" {'portafoglio':<16s}{'Ret%':>9s}{'CAGR':>7s}{'DD%':>7s}{'Shrp':>7s}"
f" | {'oRet%':>9s}{'oDD%':>7s}{'oShrp':>7s}")
print(" " + "-" * 80)
print(metric_block("MASTER-9", master9))
print(metric_block("+pairs", master_p))
print(metric_block("+TSM01", port_returns({**S, **tsm})))
print(metric_block("+shape", port_returns({**S, **shape})))
print(metric_block("MASTER-esteso", master_x))
print(metric_block("MASTER+shape", master_xs))
# correlazione media nuove vs master-9
dr_all = pd.DataFrame({k: v.pct_change().fillna(0.0) for k, v in {**S, **pairs, **tsm, **shape}.items()})
corr = dr_all.corr(); old = list(S)
print(" " + "-" * 80)
for k in list(pairs) + list(tsm) + list(shape):
print(f" corr {k:<11s} vs MASTER-9 = {corr.loc[k, old].mean():+.2f}")
# ---------- (D) numeri sobri ----------
print("\n" + "=" * 96)
print(" (D) NUMERI SOBRI / RACCOMANDAZIONE (anti-overfit)")
print("=" * 96)
print(" - L'OOS singolo (2024-25) e' regime calmo -> Sharpe/DD OOS ottimistici ~50%.")
print(" - Numeri onesti del MASTER-esteso: worst-DD 90g ~6%, Sharpe atteso ~5, ogni anno positivo dal 2021.")
print(" - Regge leva 2x + slippage doppio (CAGR ~36%, Sharpe ~5).")
print(" - Rischio concentrato sui PAIRS (~57%) -> cap allocazione pairs ~30-35%.")
print(" - I pairs sono a 2 gambe (long/short): il worker live va esteso prima del trading reale.")
print(" - CONFIG RACCOMANDATA: MASTER-esteso, equal-weight, leva 2x, cap pairs 30-35%.")
if __name__ == "__main__":
main()