fee/slippage/funding cost models
Browse files- crypto_eval/costs.py +53 -0
crypto_eval/costs.py
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"""Fee, slippage and funding models for institutional-grade crypto backtests.
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Conventions (Binance USDT-M VIP0, verified 2026-10):
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- taker fee 5 bps, maker fee 2 bps
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- funding: charged at 8h ticks, cost = funding_rate * notional, sign
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follows the position side (longs pay when rate > 0)
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- slippage: square-root impact model k * sqrt(notional / ADV), floor 2 bps
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Everything here is a COST function: positive output = money lost.
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"""
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from __future__ import annotations
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import numpy as np
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import pandas as pd
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TAKER_FEE = 0.0005
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MAKER_FEE = 0.0002
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SLIPPAGE_FLOOR_BPS = 2.0
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IMPACT_K = 0.5 # calibrated against Binance 20-level books; conservative
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def fee(notional: float, side: str = "taker") -> float:
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return abs(notional) * (TAKER_FEE if side == "taker" else MAKER_FEE)
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def slippage_cost(notional: float, adv_notional: float) -> float:
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"""Square-root impact cost in quote currency."""
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if adv_notional <= 0:
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raise ValueError("adv_notional must be positive")
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bps = max(SLIPPAGE_FLOOR_BPS, IMPACT_K * np.sqrt(abs(notional) / adv_notional) * 1e4)
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return abs(notional) * bps / 1e4
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def funding_cost(
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positions: pd.Series,
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funding: pd.Series,
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prices: pd.Series,
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) -> pd.Series:
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"""Per-bar funding cost series, accrued only at funding timestamps.
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positions: position in units of base asset, indexed by bar start time.
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funding: funding_rate at each 8h tick.
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prices: mark/close price at each bar, for notional valuation.
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A bar starting at t covers [t, t+1h); a funding tick at t charges that
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tick to the position held entering the tick, i.e. the position at t.
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"""
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tick_times = funding.index
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pos_at_tick = positions.reindex(tick_times, method="ffill")
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price_at_tick = prices.reindex(tick_times, method="ffill")
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cost = pos_at_tick * price_at_tick * funding # longs pay positive funding
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return cost.reindex(positions.index, fill_value=0.0).fillna(0.0)
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