{
"cells": [
{
"cell_type": "markdown",
"id": "90a8b46d-e730-448f-91bd-455448a404af",
"metadata": {},
"source": [
"# Accelerated Backtesting\n",
"\n",
"## Overview\n",
"There is a trade-off between the accuracy and speed of backtesting. *hftbacktest* provides highly accurate results, but it is relatively slow, making it challenging to quickly test new ideas or optimize parameters through rapid iteration. To improve backtest speed, this approach excludes certain conditions, sacrificing a certain degree of accuracy.\n",
"\n",
"The main performance gain comes from precomputing fill conditions for a given running interval. This includes ignoring both fills in the queue position and the order response latency, enabling backtesting within a single loop iteration. By removing queue position estimation, we eliminate the need to fully replay the market depth feed or process every depth update.\n",
"\n",
"Thus, this approach accounts for feed latency and order entry latency, but not order-response latency. In the fill simulation, queue position is not modeled, so partial fills do not occur—orders are either fully filled when crossed or not filled at all.\n",
"\n",
"While these simplifications can result in a loss of accuracy—particularly in case that queue position fills are critical typically due to large tick sizes—they offer substantial performance gains."
]
},
{
"cell_type": "markdown",
"id": "de657928-c603-4c0a-ab62-b13b6c03c84c",
"metadata": {},
"source": [
"## Fill Conditions\n",
"\n",
"- A **buy** order is eligible to fill when **order price >= best ask** or **order price > sell trade price**. \n",
"- A **sell** order is eligible to fill when **order price <= best bid** or **order price < buy trade price**.\n",
"\n",
"Because queue position is not considered, equality does not count:\n",
"\n",
"- buy price == sell trade price → **not filled**\n",
"- sell price == buy trade price → **not filled**\n",
"\n",
"In short, if the market price crosses the order price (strictly), the order is considered filled.\n",
"\n",
"## Limit Order Fill Prices\n",
"For a given time interval [t_i, t_{i+1}]:\n",
"\n",
"**Bid fill price (applies to buy orders):**\n",
"```\n",
"bid fill price = min(\n",
" lowest best ask at the exchange over the interval,\n",
" (lowest sell trade price + one tick) at the exchange over the interval\n",
")\n",
"```\n",
"An open buy order with **order price >= bid fill price** is considered filled in the interval. \n",
"\n",
"**Ask fill price (applies to sell orders):**\n",
"\n",
"```\n",
"ask fill price = max(\n",
" highest best bid at the exchange over the interval,\n",
" (highest buy trade price - one tick) at the exchange over the interval\n",
")\n",
"```\n",
"An open sell order with **order price <= ask fill price** is considered filled in the interval.\n",
"\n",
"## Order Response Latency\n",
"To maintain a single state (no separate local and exchange state) and utilize a single-loop iteration, this don't account for order response latency. Consequently, all state changes—order acceptance, cancellation, fills, and position updates—are reflected immediately on the local side.\n",
"\n",
"## Preprocessed Data Structure"
]
},
{
"cell_type": "markdown",
"id": "3e294352-2408-4b8f-938f-b32a3bdcffa0",
"metadata": {},
"source": [
"```\n",
" row[t] row[t+1]\n",
"Local\n",
"+-------------------------------------------------------------+----------------------------\n",
"|local_ts[t] |local_ts[t+1]\n",
"| |\n",
"|best_bid[t] |best_bid[t+1]\n",
"|best_ask[t] |best_ask[t+1]\n",
"+-------------------------------------------------------------+---------------------------\n",
"Exchange\n",
"+-------------------------------------------------------------+---------------------------\n",
"| bid_fill[t+1]|\n",
"| ask_fill[t+1]|\n",
"+----------------------------+--------------------------------+---------------------------\n",
"| order entry latency at |order_ack_ts[t] |\n",
"| local_ts[t] | |\n",
"| |best_bid_ack[t] |\n",
"| |best_ask_ack[t] |\n",
"| | |\n",
"| bid_fill_ack[t]| bid_fill_after_ack[t]|\n",
"| ask_fill_ack[t]| ask_fill_after_ack[t]|\n",
"+----------------------------+--------------------------------+---------------------------\n",
"```\n",
"\n",
"The open order which is already acknowledged by the exchange between local_ts[t] to local_ts[t + 1] is filled by bid_fill[t + 1] or ask_fill[t + 1] based on the fill condition we describe above and the local knows it at local_ts[t + 1].\n",
"\n",
"If a user sends a new order at local_ts[t], this order is checked if accepted based on best_bid_ack[t] or best_ask_ack[t] (if it is GTX, or marketable order). And if the limit order is accepted, it is checked if is filled until local_ts[t + 1] by bid_fill_after_ack[t] or ask_fill_after_ack[t]. A user know it at local_ts[t + 1].\n",
"\n",
"If a user sends a cancel order at local_ts[t], the open order is checked if it is filled before cancel request is acknowledge by bid_fill_ack[t] or ask_fill_ack[t]. And also a user know it at local_ts[t + 1].\n",
"\n",
"If order entry latency is high enough that the order request arrives at exchange after local_ts[t + 1], compose the row as shown in the following. \n",
"\n",
"```\n",
"Local\n",
"+------------------------------+-------------------------------------------------------------+-------------\n",
"|local_ts[t] |local_ts[t+1] |local_ts[t+2]\n",
"| | |\n",
"|best_bid[t] |best_bid[t+1] |\n",
"|best_ask[t] |best_ask[t+1] |\n",
"+------------------------------+-------------------------------------------------------------+-------------\n",
"Exchange\n",
"+------------------------------+-------------------------------------------------------------+-------------\n",
"| bid_fill[t+1]| bid_fill[t+2]|\n",
"| ask_fill[t+1]| ask_fill[t+2]|\n",
"+------------------------------+------------------------+------------------------------------+-------------\n",
"| order entry latency at local_ts[t] |order_ack_ts[t] |\n",
"| | |\n",
"| |best_bid_ack[t] |\n",
"| |best_ask_ack[t] |\n",
"| | |\n",
"| bid_fill_ack[t]| bid_fill_after_ack[t]|\n",
"| ask_fill_ack[t]| ask_fill_after_ack[t]|\n",
"+------------------------------+------------------------+---+--------------------------------+-------------\n",
"| | |order_ack_ts[t+1] |\n",
"| | | |\n",
"| | |best_bid_ack[t+1] |\n",
"| | |best_ask_ack[t+1] |\n",
"+------------------------------+----------------------------+--------------------------------+-------------\n",
"| | order entry latency at |order_ack_ts[t+1] |\n",
"| | local_ts[t+1] | |\n",
"| | |best_bid_ack[t+1] |\n",
"| | |best_ask_ack[t+1] |\n",
"| | | |\n",
"| | bid_fill_ack[t+1]| bid_fill_after_ack[t+1]|\n",
"| | ask_fill_ack[t+1]| ask_fill_after_ack[t+1]|\n",
"+------------------------------+----------------------------+--------------------------------+-------------\n",
"```"
]
},
{
"cell_type": "markdown",
"id": "cac062e4-e142-455e-aaf8-e893d62b2c04",
"metadata": {},
"source": [
"## Preprocessing Market Data for Accelerated Backtesting"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "0fc74326-b52f-4a5a-9bc7-e19aa52eb049",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import numba as nb\n",
"from numba import njit\n",
"from numba.experimental import jitclass\n",
"\n",
"INVALID_MIN = 0\n",
"INVALID_MAX = np.iinfo(np.int64).max - 1"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "82490f19-8b5d-41b5-b3f8-4af84744d0e2",
"metadata": {},
"outputs": [],
"source": [
"@jitclass\n",
"class Clock:\n",
" timestamp: nb.int64[:]\n",
" rn: nb.int64\n",
" ts: nb.int64\n",
" \n",
" def __init__(self, timestamp, rn):\n",
" self.timestamp = timestamp\n",
" self.rn = rn\n",
" if self.rn >= len(self.timestamp):\n",
" self.ts = INVALID_MAX\n",
" else:\n",
" self.ts = self.timestamp[self.rn]\n",
"\n",
" def next(self):\n",
" if self.rn == len(self.timestamp) - 1:\n",
" self.ts = INVALID_MAX\n",
" else:\n",
" self.rn += 1\n",
" self.ts = self.timestamp[self.rn]\n",
"\n",
"@njit\n",
"def select_event(timestamps):\n",
" # Finds the earliest timestamped event to process first.\n",
" earliest_ts = INVALID_MAX\n",
" ev = -1\n",
" for i in range(len(timestamps)):\n",
" if timestamps[i] < earliest_ts:\n",
" earliest_ts = timestamps[i]\n",
" ev = i\n",
" return ev"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "19699bb2-223f-4e87-be4a-0412f61ad4f3",
"metadata": {},
"outputs": [],
"source": [
"order_latency_dtype = np.dtype([('req_ts', 'i8'), ('exch_ts', 'i8'), ('resp_ts', 'i8'), ('_padding', 'i8')])\n",
"\n",
"@jitclass\n",
"class IntpOrderLatency:\n",
" rn: nb.int64\n",
" data: nb.from_dtype(order_latency_dtype)[:]\n",
" \n",
" def __init__(self, data):\n",
" self.rn = 0\n",
" self.data = data\n",
" \n",
" def entry(self, timestamp):\n",
" # Returns the order entry latency, interpolated from the order entry latency before the timestamp \n",
" # and the order entry latency after the timestamp.\n",
" while (\n",
" self.rn < len(self.data)\n",
" and self.data[self.rn].req_ts < timestamp\n",
" ):\n",
" self.rn += 1\n",
"\n",
" if self.rn == 0:\n",
" entry_latency = self.data[self.rn].exch_ts - self.data[self.rn].req_ts\n",
" elif self.rn == len(self.data):\n",
" entry_latency = self.data[self.rn - 1].exch_ts - self.data[self.rn - 1].req_ts\n",
" else:\n",
" # todo: Handle negative latency values, which indicate a technical issue \n",
" # (e.g., server overload) that causes the order request to be rejected.\n",
" # Please see https://docs.rs/hftbacktest/latest/hftbacktest/backtest/models/struct.IntpOrderLatency.html\n",
" prev_req_ts = self.data[self.rn - 1].req_ts\n",
" next_req_ts = self.data[self.rn].req_ts\n",
" prev_entry_latency = self.data[self.rn - 1].exch_ts - prev_req_ts\n",
" next_entry_latency = self.data[self.rn].exch_ts - next_req_ts\n",
" \n",
" entry_latency = np.divide(\n",
" next_entry_latency - prev_entry_latency, \n",
" next_req_ts - prev_req_ts\n",
" ) * (timestamp - prev_req_ts) + prev_entry_latency\n",
"\n",
" return entry_latency"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "d98971dc-8b1e-4ab9-9cb0-3309568d562d",
"metadata": {},
"outputs": [],
"source": [
"@njit\n",
"def ack_order(\n",
" tick_size,\n",
" order_ack_ts,\n",
" next_local_ts,\n",
" book_ticker_rn,\n",
" book_ticker_exch_ts,\n",
" book_ticker,\n",
" trades_rn,\n",
" trades_exch_ts,\n",
" trades\n",
"):\n",
" # This function finds the fill prices around order_ack_ts, as well as the best bid and best ask at order_ack_ts.\n",
" # - Fill prices between local_ts[t] and order_ack_ts[t]\n",
" # - Fill prices between order_ack_ts[t] and local_ts[t + n], where local_ts[t + n] > order_ack_ts[t]\n",
" \n",
" # Initializes the values from the last best bid and best ask.\n",
" best_bid_tick = round(book_ticker[book_ticker_rn - 1].bid_px / tick_size)\n",
" ask_fill_tick = ask_fill_tick_ack = best_bid_tick_ack = high_best_bid_tick = best_bid_tick\n",
" best_ask_tick = round(book_ticker[book_ticker_rn - 1].ask_px / tick_size)\n",
" bid_fill_tick = bid_fill_tick_ack = best_ask_tick_ack = low_best_ask_tick = best_ask_tick\n",
" \n",
" high_buy_tick = INVALID_MIN\n",
" low_sell_tick = INVALID_MAX\n",
"\n",
" book_ticker_exch_clock = Clock(book_ticker_exch_ts, book_ticker_rn)\n",
" trades_exch_clock = Clock(trades_exch_ts, trades_rn)\n",
" \n",
" while True:\n",
" ev = select_event(np.asarray([\n",
" book_ticker_exch_clock.ts,\n",
" trades_exch_clock.ts,\n",
" order_ack_ts,\n",
" next_local_ts\n",
" ]))\n",
"\n",
" if ev == -1:\n",
" raise ValueError\n",
" elif ev == 0:\n",
" best_bid_tick = round(book_ticker[book_ticker_exch_clock.rn].bid_px / tick_size)\n",
" best_ask_tick = round(book_ticker[book_ticker_exch_clock.rn].ask_px / tick_size)\n",
"\n",
" if best_bid_tick > high_best_bid_tick:\n",
" high_best_bid_tick = best_bid_tick\n",
" if best_ask_tick < low_best_ask_tick:\n",
" low_best_ask_tick = best_ask_tick\n",
" \n",
" book_ticker_exch_clock.next()\n",
" elif ev == 1:\n",
" side = trades[trades_exch_clock.rn].side\n",
" px_tick = round(trades[trades_exch_clock.rn].px / tick_size)\n",
" \n",
" if side == 1 and px_tick > high_buy_tick:\n",
" high_buy_tick = px_tick\n",
" elif side == -1 and px_tick < low_sell_tick:\n",
" low_sell_tick = px_tick\n",
"\n",
" trades_exch_clock.next()\n",
" elif ev == 2:\n",
" # An order request is acknowledged by the exchange at order_ack_ts[t].\n",
" bid_fill_tick_ack = min(low_sell_tick + 1, low_best_ask_tick)\n",
" ask_fill_tick_ack = max(high_buy_tick - 1, high_best_bid_tick)\n",
" best_bid_tick_ack = best_bid_tick\n",
" best_ask_tick_ack = best_ask_tick\n",
"\n",
" high_buy_tick = INVALID_MIN\n",
" high_best_bid_tick = best_bid_tick\n",
" low_sell_tick = INVALID_MAX\n",
" low_best_ask_tick = best_ask_tick\n",
" \n",
" order_ack_ts = INVALID_MAX\n",
" elif ev == 3:\n",
" # at local_ts[t + n] > order_ack_ts[t]\n",
" bid_fill_tick = min(low_sell_tick + 1, low_best_ask_tick)\n",
" ask_fill_tick = max(high_buy_tick - 1, high_best_bid_tick)\n",
" break\n",
" \n",
" return (\n",
" bid_fill_tick_ack,\n",
" ask_fill_tick_ack,\n",
" best_bid_tick_ack,\n",
" best_ask_tick_ack,\n",
" bid_fill_tick,\n",
" ask_fill_tick\n",
" )"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "13b37f2b-904d-4242-8a91-b2c1d97ed80b",
"metadata": {},
"outputs": [],
"source": [
"@njit\n",
"def preprocess_data(\n",
" tick_size,\n",
" end_ts,\n",
" local_ts,\n",
" book_ticker_exch_ts,\n",
" book_ticker_local_ts,\n",
" book_ticker,\n",
" trades_exch_ts,\n",
" trades,\n",
" order_latency\n",
"):\n",
" # Preprocessed data\n",
" # All prices are in ticks to avoid additional operations to prevent floating-point comparison errors.\n",
" out_t = 0\n",
" out_size = len(local_ts)\n",
" # timestamp at local := local_ts[t]\n",
" out_local_ts = np.empty(out_size, np.int64)\n",
" # best bid at local at local_ts[t]\n",
" out_best_bid_tick = np.empty(out_size, np.int64)\n",
" # best ask at local at local_ts[t]\n",
" out_best_ask_tick = np.empty(out_size, np.int64)\n",
" # bid fill price in ticks for the interval local_ts[t - 1] ~ local_ts[t]\n",
" # any open buy orders during this interval with a price greater than or equal to this price are considered filled.\n",
" out_bid_fill_tick = np.empty(out_size, np.int64)\n",
" # ask fill price in ticks for the interval local_ts[t - 1] ~ local_ts[t]\n",
" # any open sell orders during this interval with a price less than or equal to this price are considered filled.\n",
" out_ask_fill_tick = np.empty(out_size, np.int64)\n",
" # order acknowledgment timestamp at the exchange, when an order is sent at local_ts[t], is defined as order_ack_ts[t].\n",
" out_order_ack_ts = np.empty(out_size, np.int64)\n",
" # bid fill price in ticks for the interval local_ts[t] ~ order_ack_ts[t]\n",
" # any open buy orders during this interval with a price greater than or equal to this price are considered filled.\n",
" out_bid_fill_tick_ack = np.empty(out_size, np.int64)\n",
" # ask fill price in ticks for the interval local_ts[t] ~ order_ack_ts[t]\n",
" # any open sell orders during this interval with a price less than or equal to this price are considered filled.\n",
" out_ask_fill_tick_ack = np.empty(out_size, np.int64)\n",
" # best bid at the exchange at order_ack_ts[t]\n",
" # used to determine whether the order should be accepted (limit or market) or rejected (GTX).\n",
" out_best_bid_tick_ack = np.empty(out_size, np.int64)\n",
" # best ask at the exchange at order_ack_ts[t]\n",
" # used to determine whether the order should be accepted (limit or market) or rejected (GTX).\n",
" out_best_ask_tick_ack = np.empty(out_size, np.int64)\n",
" # bid fill price in ticks for the interval order_ack_ts[t] ~ local_ts[t + n] where local_ts[t + n] > order_ack_ts[t].\n",
" # any open buy orders during this interval with a price greater than or equal to this price are considered filled.\n",
" out_bid_fill_tick_after_ack = np.empty(out_size, np.int64)\n",
" # ask fill price in ticks for the interval order_ack_ts[t] ~ local_ts[t + n] where local_ts[t + n] > order_ack_ts[t].\n",
" # any open sell orders during this interval with a price less than or equal to this price are considered filled.\n",
" out_ask_fill_tick_after_ack = np.empty(out_size, np.int64)\n",
" \n",
" local_best_bid_tick = exch_best_bid_tick = INVALID_MIN\n",
" local_best_ask_tick = exch_best_ask_tick = INVALID_MAX\n",
" high_buy_tick = high_best_bid_tick = INVALID_MIN\n",
" low_sell_tick = low_best_ask_tick = INVALID_MAX\n",
"\n",
" # Initializes the clocks\n",
" # todo: For better accuracy, it also needs to combine the best bid and ask from Level-2 market depth data\n",
" # with the best bid and ask from the book ticker.\n",
" book_ticker_exch_clock = Clock(book_ticker_exch_ts, 0)\n",
" book_ticker_local_clock = Clock(book_ticker_local_ts, 0)\n",
" trades_exch_clock = Clock(trades_exch_ts, 0)\n",
" local_clock = Clock(local_ts, 0)\n",
"\n",
" order_latency_rn = 0\n",
"\n",
" while local_clock.ts <= end_ts:\n",
" # Selects the event to process.\n",
" ev = select_event(np.asarray([\n",
" book_ticker_exch_clock.ts,\n",
" book_ticker_local_clock.ts,\n",
" trades_exch_clock.ts,\n",
" local_clock.ts\n",
" ]))\n",
"\n",
" if ev == -1:\n",
" # Should not happen.\n",
" raise ValueError\n",
" elif ev == 0:\n",
" # Updates the current exchange best bid and best ask.\n",
" exch_best_bid_tick = round(book_ticker[book_ticker_exch_clock.rn].bid_px / tick_size)\n",
" exch_best_ask_tick = round(book_ticker[book_ticker_exch_clock.rn].ask_px / tick_size)\n",
"\n",
" # Updates the highest and lowest best bid and best ask at the exchange.\n",
" if exch_best_bid_tick > high_best_bid_tick:\n",
" high_best_bid_tick = exch_best_bid_tick\n",
" if exch_best_ask_tick < low_best_ask_tick:\n",
" low_best_ask_tick = exch_best_ask_tick\n",
"\n",
" book_ticker_exch_clock.next()\n",
" elif ev == 1:\n",
" # Updates the current local best bid and best ask.\n",
" local_best_bid_tick = round(book_ticker[book_ticker_local_clock.rn].bid_px / tick_size)\n",
" local_best_ask_tick = round(book_ticker[book_ticker_local_clock.rn].ask_px / tick_size)\n",
" \n",
" book_ticker_local_clock.next()\n",
" elif ev == 2:\n",
" side = trades[trades_exch_clock.rn].side\n",
" px_tick = round(trades[trades_exch_clock.rn].px / tick_size)\n",
"\n",
" # Updates the highest and lowest trade at the exchange.\n",
" if side == 1 and px_tick > high_buy_tick:\n",
" high_buy_tick = px_tick\n",
" elif side == -1 and px_tick < low_sell_tick:\n",
" low_sell_tick = px_tick\n",
"\n",
" trades_exch_clock.next()\n",
" elif ev == 3:\n",
" # Records the fill prices in ticks at the exchange between local_ts[t - 1] and local_ts[t].\n",
" out_bid_fill_tick[out_t] = min(low_sell_tick + 1, low_best_ask_tick)\n",
" out_ask_fill_tick[out_t] = max(high_buy_tick - 1, high_best_bid_tick)\n",
"\n",
" high_buy_tick = INVALID_MIN\n",
" high_best_bid_tick = exch_best_bid_tick\n",
" low_sell_tick = INVALID_MAX\n",
" low_best_ask_tick = exch_best_ask_tick\n",
" \n",
" # Records the current local state at local_ts[t].\n",
" out_local_ts[out_t] = local_clock.ts\n",
" out_best_bid_tick[out_t] = local_best_bid_tick\n",
" out_best_ask_tick[out_t] = local_best_ask_tick\n",
"\n",
" # Order acknowledgement timestamp when the exchange receives the order request.\n",
" order_entry_latency = order_latency.entry(local_clock.ts)\n",
" order_ack_ts = local_clock.ts + order_entry_latency\n",
" \n",
" # The next local timestamp after the exchange acknowledges the order request.\n",
" next_local_clock = Clock(local_ts, local_clock.rn)\n",
" while next_local_clock.ts < order_ack_ts:\n",
" next_local_clock.next()\n",
" next_local_ts = next_local_clock.ts\n",
"\n",
" # Computes the fill prices around the order acknowledgment timestamp at the exchange\n",
" # and finds the best bid and best ask at the time of acknowledgment.\n",
" (\n",
" bid_fill_tick_ack,\n",
" ask_fill_tick_ack,\n",
" best_bid_tick_ack,\n",
" best_ask_tick_ack,\n",
" bid_fill_tick,\n",
" ask_fill_tick\n",
" ) = ack_order(\n",
" tick_size,\n",
" order_ack_ts,\n",
" next_local_ts,\n",
" book_ticker_exch_clock.rn + 1,\n",
" book_ticker_exch_ts,\n",
" book_ticker,\n",
" trades_exch_clock.rn + 1,\n",
" trades_exch_ts,\n",
" trades\n",
" )\n",
" \n",
" # Records the values related to the order acknowledgment.\n",
" out_order_ack_ts[out_t] = order_ack_ts\n",
" out_bid_fill_tick_ack[out_t] = bid_fill_tick_ack\n",
" out_ask_fill_tick_ack[out_t] = ask_fill_tick_ack\n",
" out_best_bid_tick_ack[out_t] = best_bid_tick_ack\n",
" out_best_ask_tick_ack[out_t] = best_ask_tick_ack\n",
" out_bid_fill_tick_after_ack[out_t] = bid_fill_tick\n",
" out_ask_fill_tick_after_ack[out_t] = ask_fill_tick\n",
" \n",
" out_t += 1\n",
"\n",
" local_clock.next()\n",
" \n",
" return (\n",
" out_local_ts[:out_t],\n",
" out_best_bid_tick[:out_t],\n",
" out_best_ask_tick[:out_t],\n",
" out_bid_fill_tick[:out_t],\n",
" out_ask_fill_tick[:out_t],\n",
" out_order_ack_ts[:out_t],\n",
" out_bid_fill_tick_ack[:out_t],\n",
" out_ask_fill_tick_ack[:out_t],\n",
" out_best_bid_tick_ack[:out_t],\n",
" out_best_ask_tick_ack[:out_t],\n",
" out_bid_fill_tick_after_ack[:out_t],\n",
" out_ask_fill_tick_after_ack[:out_t]\n",
" )"
]
},
{
"cell_type": "markdown",
"id": "679948fc-af0c-4403-9fed-aa9d44875f7d",
"metadata": {},
"source": [
"## Preprocessing Example\n",
"\n",
"Tardis.dev provides free sample data for the first day of each month."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "6903945e-6f76-473a-802d-d133cd883ca3",
"metadata": {},
"outputs": [],
"source": [
"# !curl -o BTCUSDT_incremental_book_L2_20250801.csv.gz https://datasets.tardis.dev/v1/binance-futures/incremental_book_L2/2025/08/01/BTCUSDT.csv.gz\n",
"# !curl -o BTCUSDT_trades_20250801.csv.gz https://datasets.tardis.dev/v1/binance-futures/trades/2025/08/01/BTCUSDT.csv.gz\n",
"# !curl -o BTCUSDT_book_ticker_20250801.csv.gz https://datasets.tardis.dev/v1/binance-futures/book_ticker/2025/08/01/BTCUSDT.csv.gz"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "f9b0e047-24c6-4fb9-b2ae-acea9cf608f9",
"metadata": {},
"outputs": [],
"source": [
"import polars as pl\n",
"\n",
"def load_book_ticker(file):\n",
" df = pl.read_csv(file)\n",
" exch_ts = df['timestamp'].to_numpy() * 1000\n",
" local_ts = df['local_timestamp'].to_numpy() * 1000\n",
" data = df.select(\n",
" pl.col('ask_amount').alias('ask_qty'),\n",
" pl.col('ask_price').alias('ask_px'),\n",
" pl.col('bid_price').alias('bid_px'),\n",
" pl.col('bid_amount').alias('bid_qty'),\n",
" ).to_numpy(structured=True)\n",
" return exch_ts, local_ts, data\n",
"\n",
"def load_trades(file):\n",
" df = pl.read_csv(file)\n",
" exch_ts = df['timestamp'].to_numpy() * 1000\n",
" local_ts = df['local_timestamp'].to_numpy() * 1000\n",
" data = df.select(\n",
" pl.when(pl.col('side') == 'buy').then(1).otherwise(-1).alias('side'),\n",
" pl.col('price').alias('px'),\n",
" pl.col('amount').alias('qty'),\n",
" ).to_numpy(structured=True)\n",
" return exch_ts, local_ts, data\n"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "7a67eb2a-caf2-4627-b5af-93bb28dbea86",
"metadata": {},
"outputs": [],
"source": [
"# For demonstration purposes, order latency artificially derived from feed latency is used.\n",
"# For more realistic backtesting, actual order latency data should be used.\n",
"# Please see https://hftbacktest.readthedocs.io/en/latest/tutorials/Order%20Latency%20Data.html\n",
"order_latency_data = np.load('feed_order_latency_20250801.npz')['data']\n",
"order_latency = IntpOrderLatency(order_latency_data)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "23a9f1e4-1614-4801-87d8-913f3c2af90f",
"metadata": {},
"outputs": [],
"source": [
"tick_size = 0.1\n",
"lot_size = 0.001"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "5372826c-0f15-4130-8131-d1486903a5dd",
"metadata": {},
"outputs": [],
"source": [
"import datetime\n",
"\n",
"# 0.1 seconds\n",
"running_interval = 100_000_000\n",
"start_ts = int(datetime.datetime(2025, 8, 1, tzinfo=datetime.timezone.utc).timestamp() * 1_000_000_000) + running_interval\n",
"end_ts = int(datetime.datetime(2025, 8, 2, tzinfo=datetime.timezone.utc).timestamp() * 1_000_000_000)\n",
"\n",
"# In the final interval, to compute fill prices after order acknowledgment,\n",
"# a small buffer beyond `end_ts` is necessary.\n",
"local_ts = np.arange(start_ts, end_ts + 100 * running_interval, running_interval)\n",
"\n",
"# Additionally, the following day’s data should be concatenated to compute accurate fill prices for the final interval.\n",
"def concat(a, b):\n",
" ret = []\n",
" for aa, bb in zip(a, b):\n",
" ret.append(np.concatenate([aa, bb], axis=0))\n",
" return ret\n",
" \n",
"# book_ticker = concat(\n",
"# load_book_ticker('BTCUSDT_book_ticker_20250501.csv.gz'),\n",
"# load_book_ticker('BTCUSDT_book_ticker_20250502.csv.gz')\n",
"# )\n",
"# trades = concat(\n",
"# load_trades('BTCUSDT_trades_20250501.csv.gz'),\n",
"# load_trades('BTCUSDT_trades_20250502.csv.gz')\n",
"# )\n",
"\n",
"# For demonstration purposes, a single day of data is used.\n",
"book_ticker = load_book_ticker('BTCUSDT_book_ticker_20250801.csv.gz')\n",
"trades = load_trades('BTCUSDT_trades_20250801.csv.gz')"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "369797d5-9989-4791-bb7b-8730d38e5d75",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 10 s, sys: 118 ms, total: 10.1 s\n",
"Wall time: 10.1 s\n"
]
}
],
"source": [
"%%time\n",
"\n",
"out = preprocess_data(\n",
" tick_size,\n",
" end_ts,\n",
" local_ts,\n",
" book_ticker[0],\n",
" book_ticker[1],\n",
" book_ticker[2],\n",
" trades[0],\n",
" trades[2],\n",
" order_latency\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "ec446951-eb02-4e24-9223-d7b37ae964df",
"metadata": {},
"outputs": [],
"source": [
"import pyarrow as pa\n",
"import pyarrow.parquet as pq\n",
"\n",
"# Saves the preprocessed data to a Parquet file.\n",
"table = pa.table({\n",
" 'local_ts': out[0],\n",
" 'best_bid_tick': out[1],\n",
" 'best_ask_tick': out[2],\n",
" 'bid_fill_tick': out[3],\n",
" 'ask_fill_tick': out[4],\n",
" 'order_ack_ts': out[5],\n",
" 'bid_fill_tick_ack': out[6],\n",
" 'ask_fill_tick_ack': out[7],\n",
" 'best_bid_tick_ack': out[8],\n",
" 'best_ask_tick_ack': out[9],\n",
" 'bid_fill_tick_after_ack': out[10],\n",
" 'ask_fill_tick_after_ack': out[11]\n",
"})\n",
"\n",
"pq.write_table(table, 'BTCUSDT_20250801.parquet', compression='zstd')"
]
},
{
"cell_type": "markdown",
"id": "2efbc116-a27d-4e42-9d04-12e4d6dd2f71",
"metadata": {},
"source": [
"## Accelerated Backtesting Using Preprocessed Market Data"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "b94d1ee3-72a7-423e-b702-190bd91476bf",
"metadata": {},
"outputs": [],
"source": [
"from hftbacktest.types import record_dtype\n",
"\n",
"@njit\n",
"def accelerated_backtest(\n",
" relative_half_spread,\n",
" skew,\n",
" order_notional_value,\n",
" max_notional_position,\n",
" fee,\n",
" tick_size,\n",
" lot_size,\n",
" local_ts,\n",
" best_bid_tick,\n",
" best_ask_tick,\n",
" bid_fill_tick,\n",
" ask_fill_tick,\n",
" order_ack_ts,\n",
" bid_fill_tick_ack,\n",
" ask_fill_tick_ack,\n",
" best_bid_tick_ack,\n",
" best_ask_tick_ack,\n",
" bid_fill_tick_after_ack,\n",
" ask_fill_tick_after_ack\n",
"):\n",
" # req_bid_tick: bid order price in ticks (limit buy order with GTX) sent to the exchange, before the exchange acknowledges it.\n",
" # req_ask_tick: ask order price in ticks (limit sell order with GTX) sent to the exchange, before the exchange acknowledges it.\n",
" # open_bid_tick: bid order price in ticks acknowledged by the exchange, currently an open order in the market.\n",
" # open_ask_tick: ask order price in ticks acknowledged by the exchange, currently an open order in the market.\n",
" #\n",
" # INVALID_MIN and INVALID_MAX indicate that there are no orders.\n",
" #\n",
" # Example:\n",
" # If req_bid_tick is INVALID_MIN and there is an open bid order, \n",
" # the open bid order will be canceled (if the cancel request reaches the exchange before the order is filled).\n",
" # When an order is filled, its price is set to INVALID_MIN or INVALID_MAX accordingly.\n",
" req_bid_tick = open_bid_tick = INVALID_MIN\n",
" req_ask_tick = open_ask_tick = INVALID_MAX\n",
" # corresponding order quantities.\n",
" open_bid_qty = req_bid_qty = 0.0\n",
" open_ask_qty = req_ask_qty = 0.0\n",
"\n",
" # Initial state.\n",
" balance = 0.0\n",
" position = 0.0\n",
" num_trades = 0\n",
" trading_value = 0.0\n",
" trading_volume = 0.0\n",
"\n",
" # Row index iterator\n",
" t = 0\n",
"\n",
" # State record for stats\n",
" rec_i = 0\n",
" record = np.empty(len(local_ts), record_dtype)\n",
" \n",
" while True:\n",
" #--------------------------------------------------------\n",
" # Local bot logic at `local_ts[t]`.\n",
" mid_tick = (best_bid_tick[t] + best_ask_tick[t]) / 2.0\n",
" mid_px = mid_tick * tick_size\n",
" \n",
" notional_position_value = position * mid_px\n",
" normalized_position = notional_position_value / max_notional_position\n",
"\n",
" relative_bid_depth = relative_half_spread + skew * normalized_position\n",
" relative_ask_depth = relative_half_spread - skew * normalized_position\n",
"\n",
" req_bid_tick = min(np.floor(mid_tick * (1.0 - relative_bid_depth)), best_bid_tick[t])\n",
" req_ask_tick = max(np.ceil(mid_tick * (1.0 + relative_ask_depth)), best_ask_tick[t])\n",
"\n",
" req_bid_qty = req_ask_qty = max(round(order_notional_value / mid_px / lot_size) * lot_size, lot_size)\n",
" \n",
" # If the position exceeds the risk limit (max notional position),\n",
" # no orders shall be open in that direction.\n",
" if normalized_position > 1:\n",
" req_bid_tick = INVALID_MIN\n",
" if normalized_position < -1:\n",
" req_ask_tick = INVALID_MAX\n",
"\n",
" #--------------------------------------------------------\n",
" # Records the current state.\n",
" record[rec_i].timestamp = local_ts[t]\n",
" record[rec_i].price = mid_tick * tick_size\n",
" record[rec_i].position = position\n",
" record[rec_i].balance = balance * tick_size\n",
" record[rec_i].fee = trading_value * tick_size * fee\n",
" record[rec_i].num_trades = num_trades\n",
" record[rec_i].trading_volume = trading_volume\n",
" record[rec_i].trading_value = trading_value * tick_size\n",
" \n",
" rec_i += 1\n",
"\n",
" #--------------------------------------------------------\n",
" # Processes the exchange-side logic (order fill logic).\n",
" \n",
" # If any of the requested order prices differ from the open order's price,\n",
" # it is assumed that the bot sent the order request.\n",
" # The request will be acknowledged and processed at `order_ack_ts[t]`.\n",
" # Otherwise, check if the open order is filled.\n",
" if req_bid_tick != open_bid_tick or req_ask_tick != open_ask_tick:\n",
" # The current time is `order_ack_ts[t]`.\n",
" order_ack_ts_ = order_ack_ts[t]\n",
"\n",
" # If there are open orders with valid prices,\n",
" # checks whether they are filled before accepting the newly requested orders.\n",
" if open_bid_tick > INVALID_MIN and open_bid_tick >= bid_fill_tick_ack[t]:\n",
" execute_value = open_bid_tick * open_bid_qty\n",
" balance -= execute_value\n",
" position += open_bid_qty\n",
" num_trades += 1\n",
" trading_volume += open_bid_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_bid_tick = INVALID_MIN\n",
" if open_ask_tick < INVALID_MAX and open_ask_tick <= ask_fill_tick_ack[t]:\n",
" execute_value = open_ask_tick * open_ask_qty\n",
" balance += execute_value\n",
" position -= open_ask_qty\n",
" num_trades += 1\n",
" trading_volume += open_ask_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_ask_tick = INVALID_MAX\n",
" \n",
" # New orders are treated as GTX. \n",
" # If the requested buy order price is greater than or equal to the best ask,\n",
" # or the requested sell order price is less than or equal to the best bid, \n",
" # the orders are rejected.\n",
" # Invalidates the price if the order is rejected.\n",
" if req_bid_tick >= best_ask_tick_ack[t]:\n",
" req_bid_tick = INVALID_MIN\n",
" if req_ask_tick <= best_bid_tick_ack[t]:\n",
" req_ask_tick = INVALID_MAX\n",
"\n",
" # Updates the open orders to reflect accepted orders.\n",
" open_bid_tick = req_bid_tick\n",
" open_ask_tick = req_ask_tick\n",
" open_bid_qty = req_bid_qty\n",
" open_ask_qty = req_ask_qty\n",
"\n",
" # If there are open orders with valid prices,\n",
" # checks whether they are filled before the next local timestamp (`local_ts[t+n]`)\n",
" # that is greater than the current timestamp (`order_ack_ts[t]`).\n",
" if open_bid_tick > INVALID_MIN and open_bid_tick >= bid_fill_tick_after_ack[t]:\n",
" execute_value = open_bid_tick * open_bid_qty\n",
" balance -= execute_value\n",
" position += open_bid_qty\n",
" num_trades += 1\n",
" trading_volume += open_bid_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_bid_tick = INVALID_MIN\n",
" if open_ask_tick < INVALID_MAX and open_ask_tick <= ask_fill_tick_after_ack[t]:\n",
" execute_value = open_ask_tick * open_ask_qty\n",
" balance += execute_value\n",
" position -= open_ask_qty\n",
" num_trades += 1\n",
" trading_volume += open_ask_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_ask_tick = INVALID_MAX\n",
"\n",
" # The next local timestamp must be greater than the current timestamp (`order_ack_ts[t]`).\n",
" while t < len(local_ts) and local_ts[t] < order_ack_ts_:\n",
" t += 1\n",
" # Breaks if no more rows remain for processing.\n",
" if t == len(local_ts):\n",
" break\n",
" else:\n",
" # Checks if the open orders are filled between two local timestamps.\n",
" # The next row of data contains the bid fill price (in ticks) and ask fill price (in ticks) \n",
" # for that interval (step).\n",
" t += 1\n",
" # Breaks if no more rows remain for processing.\n",
" if t == len(local_ts):\n",
" break\n",
"\n",
" # # If there are open orders with valid prices, checks if they are filled.\n",
" if open_bid_tick > INVALID_MIN and open_bid_tick >= bid_fill_tick[t]:\n",
" execute_value = open_bid_tick * open_bid_qty\n",
" balance -= execute_value\n",
" position += open_bid_qty\n",
" num_trades += 1\n",
" trading_volume += open_bid_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_bid_tick = INVALID_MIN\n",
" if open_ask_tick < INVALID_MAX and open_ask_tick <= ask_fill_tick[t]:\n",
" execute_value = open_ask_tick * open_ask_qty\n",
" balance += execute_value\n",
" position -= open_ask_qty\n",
" num_trades += 1\n",
" trading_volume += open_ask_qty\n",
" trading_value += execute_value\n",
" # Invalidates the price because the order is filled.\n",
" open_ask_tick = INVALID_MAX\n",
" \n",
" return record[:rec_i]"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "9ceba2fd-236f-411f-bc7e-69eefacdc30e",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 358 ms, sys: 72.1 ms, total: 430 ms\n",
"Wall time: 339 ms\n"
]
}
],
"source": [
"%%time\n",
"\n",
"table = pq.read_table('BTCUSDT_20250801.parquet')\n",
"\n",
"local_ts = table['local_ts'].to_numpy()\n",
"best_bid_tick = table['best_bid_tick'].to_numpy()\n",
"best_ask_tick = table['best_ask_tick'].to_numpy()\n",
"bid_fill_tick = table['bid_fill_tick'].to_numpy()\n",
"ask_fill_tick = table['ask_fill_tick'].to_numpy()\n",
"order_ack_ts = table['order_ack_ts'].to_numpy()\n",
"bid_fill_tick_ack = table['bid_fill_tick_ack'].to_numpy()\n",
"ask_fill_tick_ack = table['ask_fill_tick_ack'].to_numpy()\n",
"best_bid_tick_ack = table['best_bid_tick_ack'].to_numpy()\n",
"best_ask_tick_ack = table['best_ask_tick_ack'].to_numpy()\n",
"bid_fill_tick_after_ack = table['bid_fill_tick_after_ack'].to_numpy()\n",
"ask_fill_tick_after_ack = table['ask_fill_tick_after_ack'].to_numpy()\n",
"\n",
"relative_half_spread = 0.00025\n",
"skew = relative_half_spread\n",
"order_notional_value = 50000\n",
"max_notional_position = order_notional_value * 20\n",
"fee_per_value = -0.00005 # 0.5% rebates\n",
"\n",
"record = accelerated_backtest(\n",
" relative_half_spread,\n",
" skew,\n",
" order_notional_value,\n",
" max_notional_position,\n",
" fee_per_value,\n",
" tick_size,\n",
" lot_size,\n",
" local_ts,\n",
" best_bid_tick,\n",
" best_ask_tick,\n",
" bid_fill_tick,\n",
" ask_fill_tick,\n",
" order_ack_ts,\n",
" bid_fill_tick_ack,\n",
" ask_fill_tick_ack,\n",
" best_bid_tick_ack,\n",
" best_ask_tick_ack,\n",
" bid_fill_tick_after_ack,\n",
" ask_fill_tick_after_ack\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "63b9aa1f-3797-4014-a764-288e909bdfa7",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"
shape: (1, 11) start end SR Sortino Return MaxDrawdown DailyNumberOfTrades DailyTurnover ReturnOverMDD ReturnOverTrade MaxPositionValue datetime[μs] datetime[μs] f64 f64 f64 f64 f64 f64 f64 f64 f64 2025-08-01 00:00:00 2025-08-02 00:00:00 7.609348 10.894142 0.001196 0.003273 350.0 17.49908 0.365565 0.000068 347732.5629
"
],
"text/plain": [
"shape: (1, 11)\n",
"┌───────────┬───────────┬──────────┬───────────┬───┬───────────┬───────────┬───────────┬───────────┐\n",
"│ start ┆ end ┆ SR ┆ Sortino ┆ … ┆ DailyTurn ┆ ReturnOve ┆ ReturnOve ┆ MaxPositi │\n",
"│ --- ┆ --- ┆ --- ┆ --- ┆ ┆ over ┆ rMDD ┆ rTrade ┆ onValue │\n",
"│ datetime[ ┆ datetime[ ┆ f64 ┆ f64 ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n",
"│ μs] ┆ μs] ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n",
"╞═══════════╪═══════════╪══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪═══════════╡\n",
"│ 2025-08-0 ┆ 2025-08-0 ┆ 7.609348 ┆ 10.894142 ┆ … ┆ 17.49908 ┆ 0.365565 ┆ 0.000068 ┆ 347732.56 │\n",
"│ 1 ┆ 2 ┆ ┆ ┆ ┆ ┆ ┆ ┆ 29 │\n",
"│ 00:00:00 ┆ 00:00:00 ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n",
"└───────────┴───────────┴──────────┴───────────┴───┴───────────┴───────────┴───────────┴───────────┘"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from hftbacktest.stats import LinearAssetRecord\n",
"\n",
"stats = (\n",
" LinearAssetRecord(record)\n",
" .resample('1s')\n",
" .stats(book_size=max_notional_position)\n",
")\n",
"stats.summary()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "213819c9-f38d-4b11-973d-e69126bf5b05",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.plot()"
]
},
{
"cell_type": "markdown",
"id": "8d45dd28-8796-4178-9a5e-3cbc330137f7",
"metadata": {},
"source": [
"## Comparison of Backtesting Results with Full Backtesting"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "1f972df7-a35f-428f-870e-ad1e3ed5748c",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Correcting the latency\n",
"Correcting the event order\n",
"Saving to BTCUSDT_20250801.npz\n"
]
},
{
"data": {
"text/plain": [
"array([(3489660929, 1754006400010000000, 1754006400014591000, 115697.4, 8.8560e+00, 0, 0, 0.),\n",
" (3758096385, 1754006400010000000, 1754006400014591000, 115697.3, 8.6420e+00, 0, 0, 0.),\n",
" (3758096385, 1754006400012000000, 1754006400015435000, 115697.3, 8.6400e+00, 0, 0, 0.),\n",
" ...,\n",
" (3758096385, 1754092799956000000, 1754092799958625000, 113244.7, 1.1192e+01, 0, 0, 0.),\n",
" (3758096386, 1754092799980000000, 1754092799982579000, 113244.8, 1.0000e-03, 0, 0, 0.),\n",
" (3489660929, 1754092799980000000, 1754092799983540000, 113244.8, 8.0280e+00, 0, 0, 0.)],\n",
" shape=(206421713,), dtype={'names': ['ev', 'exch_ts', 'local_ts', 'px', 'qty', 'order_id', 'ival', 'fval'], 'formats': [' -1:\n",
" for i in range(grid_num):\n",
" # order price in tick is used as order id.\n",
" new_ask_orders[uint64(ask_price_tick)] = ask_price_tick * tick_size\n",
"\n",
" ask_price_tick += grid_interval_tick\n",
" \n",
" order_values = orders.values();\n",
" while order_values.has_next():\n",
" order = order_values.get()\n",
" # Cancels if a working order is not in the new grid.\n",
" if order.cancellable:\n",
" if (\n",
" (order.side == BUY and order.order_id not in new_bid_orders)\n",
" or (order.side == SELL and order.order_id not in new_ask_orders)\n",
" ):\n",
" hbt.cancel(asset_no, order.order_id, False)\n",
" \n",
" for order_id, order_price in new_bid_orders.items():\n",
" # Posts a new buy order if there is no working order at the price on the new grid.\n",
" if order_id not in orders:\n",
" hbt.submit_buy_order(asset_no, order_id, order_price, order_qty, GTX, LIMIT, False)\n",
" \n",
" for order_id, order_price in new_ask_orders.items():\n",
" # Posts a new sell order if there is no working order at the price on the new grid.\n",
" if order_id not in orders:\n",
" hbt.submit_sell_order(asset_no, order_id, order_price, order_qty, GTX, LIMIT, False)\n",
" \n",
" # Records the current state for stat calculation.\n",
" stat.record(hbt)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "4fa35bbd-3db9-4417-9eff-6fd6ac21efb1",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 1min 46s, sys: 3.7 s, total: 1min 50s\n",
"Wall time: 1min 50s\n"
]
}
],
"source": [
"%%time\n",
"\n",
"roi_lb = 50000\n",
"roi_ub = 150000\n",
"\n",
"grid_num = 1\n",
"grid_interval_tick = 1\n",
"\n",
"asset = (\n",
" BacktestAsset()\n",
" .data(['BTCUSDT_20250801.npz'])\n",
" .linear_asset(1.0) \n",
" .intp_order_latency(['feed_order_latency_20250801.npz'])\n",
" .power_prob_queue_model(3)\n",
" .no_partial_fill_exchange()\n",
" .trading_value_fee_model(-0.00005, 0.0007)\n",
" .tick_size(0.1)\n",
" .lot_size(0.001)\n",
" .roi_lb(roi_lb) \n",
" .roi_ub(roi_ub)\n",
")\n",
"\n",
"hbt = ROIVectorMarketDepthBacktest([asset])\n",
"\n",
"recorder = Recorder(1, 60_000_000)\n",
"\n",
"basic_mm(\n",
" hbt,\n",
" recorder.recorder,\n",
" relative_half_spread,\n",
" skew,\n",
" running_interval,\n",
" order_notional_value,\n",
" max_notional_position,\n",
" grid_num,\n",
" grid_interval_tick\n",
")\n",
"\n",
"_ = hbt.close()"
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "409de936-1167-47fb-b9bd-0cf8e86ec610",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
shape: (1, 11) start end SR Sortino Return MaxDrawdown DailyNumberOfTrades DailyTurnover ReturnOverMDD ReturnOverTrade MaxPositionValue datetime[μs] datetime[μs] f64 f64 f64 f64 f64 f64 f64 f64 f64 2025-08-01 00:00:00 2025-08-01 23:59:59 4.8384 6.942869 0.000828 0.003335 350.004051 17.499693 0.248174 0.000047 349253.6362
"
],
"text/plain": [
"shape: (1, 11)\n",
"┌────────────┬────────────┬────────┬──────────┬───┬────────────┬───────────┬───────────┬───────────┐\n",
"│ start ┆ end ┆ SR ┆ Sortino ┆ … ┆ DailyTurno ┆ ReturnOve ┆ ReturnOve ┆ MaxPositi │\n",
"│ --- ┆ --- ┆ --- ┆ --- ┆ ┆ ver ┆ rMDD ┆ rTrade ┆ onValue │\n",
"│ datetime[μ ┆ datetime[μ ┆ f64 ┆ f64 ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n",
"│ s] ┆ s] ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n",
"╞════════════╪════════════╪════════╪══════════╪═══╪════════════╪═══════════╪═══════════╪═══════════╡\n",
"│ 2025-08-01 ┆ 2025-08-01 ┆ 4.8384 ┆ 6.942869 ┆ … ┆ 17.499693 ┆ 0.248174 ┆ 0.000047 ┆ 349253.63 │\n",
"│ 00:00:00 ┆ 23:59:59 ┆ ┆ ┆ ┆ ┆ ┆ ┆ 62 │\n",
"└────────────┴────────────┴────────┴──────────┴───┴────────────┴───────────┴───────────┴───────────┘"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data = recorder.get(0)\n",
"stats = (\n",
" LinearAssetRecord(data)\n",
" .resample('1s')\n",
" .stats(book_size=max_notional_position)\n",
")\n",
"stats.summary()"
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "7478de20-a333-4a8a-810b-44b8205e4098",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.plot()"
]
},
{
"cell_type": "markdown",
"id": "2d916a30-c563-441a-ab50-8ce301bdf028",
"metadata": {},
"source": [
"Firstly, accelerated backtest: 416 ms; full backtest: 1 min 49 s — roughly 260× faster.\n",
"\n",
"You can see that there are differences in the detailed numbers, but overall, the results show similar characteristics in terms of position and equity. The differences can become larger depending on the strategy’s characteristics—especially, as mentioned earlier, for assets where fills in the queue is crucial, such as those with a large tick size. Therefore, it is still important to verify the results from accelerated backtesting against those from full backtesting."
]
},
{
"cell_type": "markdown",
"id": "b956a9e1-8a97-400b-840d-2b40f367f86d",
"metadata": {},
"source": [
"## Precompute Signal - Order Book Imbalance\n",
"\n",
"Similarly, precomputing the signal speeds up backtesting and allows rapid iteration to test ideas and tune parameters."
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "e82d131b-8c1d-4227-8ba7-a4c009847266",
"metadata": {},
"outputs": [],
"source": [
"@njit\n",
"def depth_below(depth, start, end, roi_lb_tick):\n",
" for i in range(start, end - 1, -1):\n",
" if depth[i - roi_lb_tick] > 0:\n",
" return i\n",
" return INVALID_MIN\n",
"\n",
"\n",
"@njit\n",
"def depth_above(depth, start, end, roi_lb_tick):\n",
" for i in range(start, end + 1):\n",
" if depth[i - roi_lb_tick] > 0:\n",
" return i\n",
" return INVALID_MAX\n",
"\n",
"@njit\n",
"def precompute_obi(\n",
" tick_size,\n",
" lot_size,\n",
" roi_lb,\n",
" roi_ub,\n",
" end_ts,\n",
" local_ts, \n",
" depth_local_ts,\n",
" depth\n",
"):\n",
" roi_lb_tick = round(roi_lb / tick_size)\n",
" roi_ub_tick = round(roi_ub / tick_size)\n",
" bid_depth = np.zeros(roi_ub_tick - roi_lb_tick, np.float64)\n",
" ask_depth = np.zeros(roi_ub_tick - roi_lb_tick, np.float64)\n",
"\n",
" best_bid_tick = INVALID_MIN\n",
" best_ask_tick = INVALID_MAX\n",
" low_bid_tick = INVALID_MAX\n",
" high_ask_tick = INVALID_MIN\n",
" \n",
" depth_local_clock = Clock(depth_local_ts, 0)\n",
" local_clock = Clock(local_ts, 0)\n",
"\n",
" out_t = 0\n",
" out_obi = np.empty(len(local_ts), np.float64)\n",
" \n",
" while local_clock.ts <= end_ts:\n",
" ev = select_event(np.asarray([\n",
" depth_local_clock.ts,\n",
" local_clock.ts\n",
" ]))\n",
"\n",
" if ev == -1:\n",
" raise ValueError\n",
" elif ev == 0:\n",
" # Builds the market depth.\n",
" side = depth[depth_local_clock.rn].side\n",
" px_tick = round(depth[depth_local_clock.rn].px / tick_size)\n",
"\n",
" # Skips processing if the depth update price falls outside the defined range of interest.\n",
" if px_tick > roi_ub_tick or px_tick < roi_lb_tick:\n",
" depth_local_clock.next()\n",
" continue\n",
" \n",
" qty = depth[depth_local_clock.rn].qty\n",
" qty_lot = round(qty / lot_size)\n",
" \n",
" if side == 1:\n",
" bid_depth[px_tick - roi_lb_tick] = qty\n",
" if px_tick < low_bid_tick:\n",
" low_bid_tick = px_tick\n",
" if px_tick > best_bid_tick and qty_lot > 0:\n",
" # Updates the best bid if the bid price is higher than the current best bid.\n",
" best_bid_tick = px_tick\n",
" if best_bid_tick >= best_ask_tick:\n",
" # When the best bid is greater than or equal to the best ask,\n",
" # updates the best ask to the lowest ask above the new best bid.\n",
" best_ask_tick = depth_above(ask_depth, best_bid_tick + 1, high_ask_tick, roi_lb_tick)\n",
" elif px_tick == best_bid_tick and qty_lot == 0:\n",
" # Finds the new best bid if the current best bid is deleted.\n",
" best_bid_tick = depth_below(bid_depth, px_tick, low_bid_tick, roi_lb_tick)\n",
" else:\n",
" ask_depth[px_tick - roi_lb_tick] = qty\n",
" if px_tick > high_ask_tick:\n",
" high_ask_tick = px_tick\n",
" if px_tick < best_ask_tick and qty_lot > 0:\n",
" # Updates the best ask if the ask price is lower than the current best ask.\n",
" best_ask_tick = px_tick\n",
" if best_ask_tick <= best_bid_tick:\n",
" # When the best ask is less than or equal to the best bid,\n",
" # updates the best bid to the highest bid below the new best ask.\n",
" best_bid_tick = depth_below(bid_depth, best_ask_tick - 1, low_bid_tick, roi_lb_tick)\n",
" elif px_tick == best_ask_tick and qty_lot == 0:\n",
" # Finds the best ask if the current best ask is deleted.\n",
" best_ask_tick = depth_above(ask_depth, px_tick, high_ask_tick, roi_lb_tick)\n",
"\n",
" depth_local_clock.next()\n",
" elif ev == 1:\n",
" mid_tick = (best_bid_tick + best_ask_tick) / 2\n",
"\n",
" # Computes the order book imbalance for the 1% depth range from the mid-price.\n",
" bid_upto = max(np.floor(mid_tick * (1 - 0.01)), low_bid_tick)\n",
" bid_sum = 0.0\n",
" for d in range(best_bid_tick, bid_upto - 1, -1):\n",
" bid_sum += bid_depth[d - roi_lb_tick]\n",
"\n",
" ask_upto = min(np.ceil(mid_tick * (1 + 0.01)), high_ask_tick)\n",
" ask_sum = 0.0\n",
" for d in range(best_ask_tick, ask_upto + 1):\n",
" ask_sum += ask_depth[d - roi_lb_tick]\n",
"\n",
" out_obi[out_t] = np.divide(bid_sum - ask_sum, bid_sum + ask_sum)\n",
" out_t += 1\n",
" \n",
" local_clock.next()\n",
" return out_obi[:out_t]"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "6a9791c2-fd21-482a-bb5f-07a9b6bb3da5",
"metadata": {},
"outputs": [],
"source": [
"def load_incremental_book(file):\n",
" df = pl.read_csv(file)\n",
" exch_ts = df['timestamp'].to_numpy() * 1000\n",
" local_ts = df['local_timestamp'].to_numpy() * 1000\n",
" data = df.select(\n",
" pl.col('is_snapshot').cast(pl.Int32),\n",
" pl.when(pl.col('side') == 'bid').then(1).otherwise(-1).alias('side'),\n",
" pl.col('price').alias('px'),\n",
" pl.col('amount').alias('qty'),\n",
" ).to_numpy(structured=True)\n",
" return exch_ts, local_ts, data\n",
"\n",
"# Because the BTCUSDT market depth data is very large, converting it using Polars often crashes due to memory limits.\n",
"# Parsing directly in Python is slower but uses less memory.\n",
"import gzip\n",
"\n",
"def load_incremental_book(file, buffer_size=200_000_000):\n",
" depth_dtype = np.dtype([\n",
" ('is_snapshot', np.int32),\n",
" ('side', np.int32),\n",
" ('px', np.float64),\n",
" ('qty', np.float64)\n",
" ])\n",
" \n",
" exch_ts = np.empty(buffer_size, np.int64)\n",
" local_ts = np.empty(buffer_size, np.int64)\n",
" data = np.empty(buffer_size, depth_dtype)\n",
" with gzip.open(file) as f:\n",
" header = True\n",
" i = 0\n",
" while True:\n",
" line = f.readline()\n",
" if not line:\n",
" break\n",
" if header:\n",
" header = False\n",
" continue\n",
" columns = line.decode().split(',')\n",
" if i == buffer_size:\n",
" raise MemoryError('Not enough buffer size to load data')\n",
" exch_ts[i] = int(columns[2]) * 1000\n",
" local_ts[i] = int(columns[3]) * 1000\n",
" data[i][0] = 1 if columns[4] == 'true' else 0\n",
" data[i][1] = 1 if columns[5] == 'bid' else -1\n",
" data[i][2] = float(columns[6])\n",
" data[i][3] = float(columns[7])\n",
" i += 1\n",
" return exch_ts[:i], local_ts[:i], data[:i]"
]
},
{
"cell_type": "code",
"execution_count": 24,
"id": "1b755e51-a563-4431-9ad8-a1cc094274ad",
"metadata": {},
"outputs": [],
"source": [
"depth = load_incremental_book('BTCUSDT_incremental_book_L2_20250801.csv.gz')\n",
"\n",
"local_ts = np.arange(start_ts, end_ts + running_interval, running_interval)"
]
},
{
"cell_type": "code",
"execution_count": 25,
"id": "131d4e29-8459-4fb8-b101-e55abc4cdbca",
"metadata": {},
"outputs": [],
"source": [
"roi_lb = 50000\n",
"roi_ub = 150000\n",
"\n",
"obi = precompute_obi(\n",
" tick_size,\n",
" lot_size,\n",
" roi_lb,\n",
" roi_ub,\n",
" end_ts,\n",
" local_ts, \n",
" depth[1],\n",
" depth[2]\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "d62122f5-2022-4a44-96b1-deec21f97654",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[]"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from matplotlib import pyplot as plt\n",
"\n",
"plt.plot(obi)"
]
},
{
"cell_type": "markdown",
"id": "6df2a2fd-c777-4a49-b159-6f83e29eacc4",
"metadata": {},
"source": [
"to be continued..."
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.11.9"
}
},
"nbformat": 4,
"nbformat_minor": 5
}