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The ten standardized causal indicator families (spec sections 19-20, 22)
plus warm-up handling (section 24). Every computation here uses only
rolling/expanding-style pandas ops seeded from row <=t; nothing looks
forward. This is verified directly in tests/test_features_and_leakage.py
by re-computing on a truncated frame and checking the value is unchanged.
"""
from __future__ import annotations
import numpy as np
import pandas as pd
import config as cfg
def _rsi(close: pd.Series, period: int) -> pd.Series:
delta = close.diff()
gain = delta.clip(lower=0)
loss = -delta.clip(upper=0)
avg_gain = gain.ewm(alpha=1 / period, adjust=False, min_periods=period).mean()
avg_loss = loss.ewm(alpha=1 / period, adjust=False, min_periods=period).mean()
rs = avg_gain / avg_loss.replace(0, np.nan)
rsi = 100 - (100 / (1 + rs))
# avg_loss==0 (pure uptrend) -> RSI is 100, not NaN. Warm-up rows
# (avg_loss itself NaN) fall through unchanged since NaN != 0 is True,
# so they correctly stay NaN rather than being fabricated as 50 or 100.
return rsi.where(avg_loss != 0, 100.0)
def _macd(close: pd.Series, fast: int, slow: int, signal: int):
ema_fast = close.ewm(span=fast, adjust=False, min_periods=fast).mean()
ema_slow = close.ewm(span=slow, adjust=False, min_periods=slow).mean()
macd = ema_fast - ema_slow
macd_signal = macd.ewm(span=signal, adjust=False, min_periods=signal).mean()
return macd, macd_signal, macd - macd_signal
def _bollinger(close: pd.Series, period: int, k: float):
mid = close.rolling(period, min_periods=period).mean()
std = close.rolling(period, min_periods=period).std(ddof=0)
return mid, mid + k * std, mid - k * std
def _stochastic(high, low, close, k_period, d_period):
lowest = low.rolling(k_period, min_periods=k_period).min()
highest = high.rolling(k_period, min_periods=k_period).max()
rng = highest - lowest
k = 100 * (close - lowest) / rng.replace(0, np.nan)
# rng==0 means price hasn't moved at all over the lookback window
# (real, observed data -- e.g. a stale/illiquid stretch of identical
# ticks, not warm-up). There's no range to place `close` within, so
# %K is defined as the neutral midpoint (50) rather than left as a
# raw 0/0 NaN. Warm-up rows are unaffected: rng itself is NaN there
# (not 0), so `rng != 0` stays True and the NaN passes through --
# same convention as RSI's avg_loss==0 case above.
k = k.where(rng != 0, 50.0)
d = k.rolling(d_period, min_periods=d_period).mean()
return k, d
def _atr(high, low, close, period):
prev_close = close.shift(1)
tr = pd.concat([
high - low,
(high - prev_close).abs(),
(low - prev_close).abs(),
], axis=1).max(axis=1)
return tr.ewm(alpha=1 / period, adjust=False, min_periods=period).mean()
def _adx(high, low, close, period):
up_move = high.diff()
down_move = -low.diff()
plus_dm = np.where((up_move > down_move) & (up_move > 0), up_move, 0.0)
minus_dm = np.where((down_move > up_move) & (down_move > 0), down_move, 0.0)
atr = _atr(high, low, close, period)
plus_dm_ewm = pd.Series(plus_dm, index=high.index).ewm(
alpha=1 / period, adjust=False, min_periods=period).mean()
minus_dm_ewm = pd.Series(minus_dm, index=high.index).ewm(
alpha=1 / period, adjust=False, min_periods=period).mean()
# atr==0 is a real, reachable state, not just theoretical: a long
# enough run of identical high/low/close (illiquid or stale ticks --
# exactly the kind of flat stretch visible in live 1m forex data)
# decays the ATR ewm to an exact float 0.0. +DM/-DM are necessarily
# 0 too whenever atr==0 (no high/low movement to measure), so the
# correct DI reading is 0 (no directional movement), not an
# undefined 0/0. Warm-up rows stay NaN because atr itself is NaN
# there (not 0), so `atr != 0` stays True and the NaN passes through.
plus_di = (100 * plus_dm_ewm / atr.replace(0, np.nan)).where(atr != 0, 0.0)
minus_di = (100 * minus_dm_ewm / atr.replace(0, np.nan)).where(atr != 0, 0.0)
di_sum = plus_di + minus_di
# Same logic one level up: di_sum==0 (both DIs flat-zero, or a
# perfectly balanced up/down) means there's no dominant direction --
# dx is defined as 0 (no trend), not NaN. di_sum is NaN (not 0)
# during genuine warm-up, so that case is still preserved as NaN.
dx = (100 * (plus_di - minus_di).abs() / di_sum.replace(0, np.nan)).where(di_sum != 0, 0.0)
return dx.ewm(alpha=1 / period, adjust=False, min_periods=period).mean()
def _roc(close, period):
return 100 * (close / close.shift(period) - 1)
def _obv(close, volume):
direction = np.sign(close.diff().fillna(0))
return (direction * volume.fillna(0)).cumsum()
def compute_indicators(df: pd.DataFrame, ic: cfg.IndicatorConfig = None) -> pd.DataFrame:
"""df must have columns open/high/low/close/volume, ascending index.
Returns df with indicator columns appended; warm-up rows are NaN
(never forward-filled from the future — section 24)."""
ic = ic or cfg.IndicatorConfig()
out = df.copy()
out["rsi"] = _rsi(out["close"], ic.rsi_period)
out["macd"], out["macd_signal"], out["macd_hist"] = _macd(
out["close"], ic.macd_fast, ic.macd_slow, ic.macd_signal)
out["bb_mid"], out["bb_upper"], out["bb_lower"] = _bollinger(out["close"], ic.bb_period, ic.bb_std)
out["sma_20"] = out["close"].rolling(ic.sma_periods[0], min_periods=ic.sma_periods[0]).mean()
out["sma_50"] = out["close"].rolling(ic.sma_periods[1], min_periods=ic.sma_periods[1]).mean()
out["ema_12"] = out["close"].ewm(span=ic.ema_periods[0], adjust=False, min_periods=ic.ema_periods[0]).mean()
out["ema_26"] = out["close"].ewm(span=ic.ema_periods[1], adjust=False, min_periods=ic.ema_periods[1]).mean()
out["stoch_k"], out["stoch_d"] = _stochastic(out["high"], out["low"], out["close"], ic.stoch_k, ic.stoch_d)
out["atr"] = _atr(out["high"], out["low"], out["close"], ic.atr_period)
out["adx"] = _adx(out["high"], out["low"], out["close"], ic.adx_period)
out["roc"] = _roc(out["close"], ic.roc_period)
out["obv"] = _obv(out["close"], out["volume"].fillna(0))
return out
def warm_up_valid_from(df: pd.DataFrame) -> int:
"""First integer index where ALL configured feature columns are
simultaneously non-NaN. Raises if that never happens (section 88:
'do NOT manufacture data').
On failure, the message names the slowest-to-warm-up column(s) and
how many bars they actually need vs. how many are available --
diagnosed empirically from df itself (each column's real first
non-NaN position), never from a hand-derived "expected" formula per
indicator. A hand-derived number for something like MACD or ADX
(ewm-of-an-ewm, with its own min_periods layered on top) is exactly
the kind of guess this project's own spec section 6 (real execution
over static assumption) argues against -- so this reads it back off
the real computed columns instead (section 98: errors must say what
failed, not just that something did)."""
cols = [c for c in cfg.PAST_DYNAMIC_FEATURES if c in df.columns]
valid = df[cols].notna().all(axis=1)
if not bool(valid.any()):
first_valid: dict = {}
never_valid = []
for c in cols:
nn = df[c].notna().to_numpy()
if nn.any():
first_valid[c] = int(np.argmax(nn))
else:
never_valid.append(c)
if never_valid:
blockers = sorted(never_valid)
detail = (
f"never produced a single valid value anywhere in the "
f"{len(df)} bar(s) available"
)
else:
worst = max(first_valid.values())
blockers = sorted(c for c, idx in first_valid.items() if idx == worst)
detail = (
f"needs {worst + 1} bar(s) before its first valid value "
f"(only {len(df)} available)"
)
raise ValueError(
f"No fully warmed-up row found — insufficient historical data "
f"for this indicator configuration (spec section 88). Slowest "
f"to warm up: {', '.join(blockers)} — {detail}. Widen the "
f"History window (more bars) or switch to a coarser/finer "
f"timeframe so these indicators have enough lookback before "
f"the backtest/forecast starts."
)
return int(np.argmax(valid.to_numpy()))
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