docs: add quantitative guide, update README + CHANGELOG, bump v1.11.1

Co-Authored-By: Claude <noreply@anthropic.com>
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2026-06-12 22:12:19 +08:00
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# 量化因子与组合管理 — 使用指南
> 本文档覆盖 easy-tdx v1.11.1 新增的量化计算能力:因子研究、因子分析、组合管理、高级回测(滑点建模/执行仿真/归因分析)。
---
## 目录
- [1. 因子引擎](#1-因子引擎)
- [1.1 内置因子一览](#11-内置因子一览)
- [1.2 单股多因子计算](#12-单股多因子计算)
- [1.3 截面因子计算](#13-截面因子计算)
- [1.4 远期收益计算](#14-远期收益计算)
- [1.5 自定义因子](#15-自定义因子)
- [2. 因子预处理](#2-因子预处理)
- [3. 因子分析](#3-因子分析)
- [4. 组合管理](#4-组合管理)
- [4.1 权重优化器](#41-权重优化器)
- [4.2 风险模型](#42-风险模型)
- [4.3 再平衡引擎](#43-再平衡引擎)
- [5. 高级回测](#5-高级回测)
- [5.1 滑点模型](#51-滑点模型)
- [5.2 执行仿真](#52-执行仿真)
- [5.3 归因分析](#53-归因分析)
- [6. CLI 命令](#6-cli-命令)
- [7. 完整工作流示例](#7-完整工作流示例)
---
## 1. 因子引擎
因子引擎(`FactorEngine`)支持单股和多股截面两种计算模式,内置 19 个因子。
### 1.1 内置因子一览
| 类别 | 因子名 | 说明 |
|------|--------|------|
| **动量** | `momentum_20d` | 20 日收益率 |
| | `momentum_60d` | 60 日收益率 |
| | `reversal_5d` | 5 日反转(负收益) |
| **波动率** | `volatility_20d` | 20 日年化波动率 |
| | `atr_14d` | 14 日平均真实波幅 |
| | `turnover_rate` | 换手率(需 vol 列) |
| **质量** | `sharpe_20d` | 20 日夏普比率 |
| | `max_drawdown_20d` | 20 日最大回撤 |
| | `win_rate_20d` | 20 日上涨天数占比 |
| **成交量** | `obv_trend` | OBV 趋势斜率 |
| | `vol_surge` | 成交量突增倍数 |
| | `amount_ma_ratio` | 成交额 / MA5 比值 |
| **技术** | `macd_hist_signal` | MACD 柱状信号 |
| | `rsi_14` | 14 日 RSI |
| | `boll_position` | 布林带位置(0~1 |
| **缠论** | `chanlun_bi_dir` | 当前笔方向(+1/-1 |
| | `chanlun_mmd` | 最近买卖点(+2/+1/-1/-2 |
| **价值** | `pe_ratio` | 市盈率(占位,返回 NaN) |
| | `pb_ratio` | 市净率(占位,返回 NaN) |
### 1.2 单股多因子计算
```python
from easy_tdx import TdxClient
from easy_tdx.factor import FactorEngine
client = TdxClient()
df = client.get_security_bars(Market.SH, "600519", KlineCategory.DAY, 0, 300)
engine = FactorEngine()
# 计算多个因子
result = engine.compute_single(df, ["momentum_20d", "volatility_20d", "rsi_14"])
print(result.tail())
# 计算所有内置因子
result = engine.compute_single(df) # 不传因子名 = 全部
print(result.columns.tolist())
```
输出 DataFrame 在原始列基础上追加因子列(以因子名命名,前缀 `NaN` 行因窗口不足为 `NaN`)。
### 1.3 截面因子计算
```python
from easy_tdx import TdxClient
from easy_tdx.factor import FactorEngine
client = TdxClient()
# 准备多只股票数据
stock_pool = ["000001", "000858", "600519", "600036", "601318"]
data = {}
for code in stock_pool:
market = Market.SH if code.startswith("6") else Market.SZ
data[code] = client.get_security_bars(market, code, KlineCategory.DAY, 0, 300)
engine = FactorEngine()
# 截面计算:返回 long formatdate, code, factor_name...
factor_data = engine.compute_cross_section(
data,
["momentum_20d", "volatility_20d", "rsi_14"],
)
print(factor_data.head(10))
# 指定日期:只计算某一天的截面
factor_data = engine.compute_cross_section(
data, ["momentum_20d"], date=20240601,
)
```
### 1.4 远期收益计算
```python
# 计算未来 5 日收益率(用于因子分析)
forward_returns = engine.compute_forward_returns(data, period=5)
print(forward_returns.head())
```
### 1.5 自定义因子
继承 `Factor` 基类,用 `@register_factor` 注册即可自动发现:
```python
from easy_tdx.factor import Factor, register_factor
@register_factor
class MyMomentum(Factor):
name = "my_momentum"
description = "自定义动量因子"
window = 20
def compute(self, df):
return df["close"].pct_change(self.window)
```
注册后直接用名字引用:
```python
result = engine.compute_single(df, ["my_momentum"])
```
---
## 2. 因子预处理
6 个纯函数,组合成管道:
```python
from easy_tdx.factor import preprocess
# 单因子预处理管道
clean = preprocess(
factor_data,
factor_names=["momentum_20d"],
steps=["winsorize", "zscore", "fill_missing"],
)
```
| 函数 | 说明 |
|------|------|
| `winsorize(df, factor_names, n_sigma=3)` | MAD 去极值 |
| `zscore(df, factor_names)` | 截面标准化 |
| `rank_normalize(df, factor_names)` | 排名归一化 |
| `fill_missing(df, factor_names)` | 填充缺失值 |
| `orthogonalize(df, factor_names, by="market_cap")` | 正交化(去除市值暴露) |
| `preprocess(df, factor_names, steps)` | 组合管道 |
所有函数自动检测截面数据(有 `date` 列时按日期分组处理)。
---
## 3. 因子分析
```python
from easy_tdx.factor import FactorEngine, FactorAnalyzer, preprocess
# 1. 计算截面因子
factor_data = engine.compute_cross_section(data, ["momentum_20d", "rsi_14"])
# 2. 预处理
clean = preprocess(factor_data, ["momentum_20d", "rsi_14"])
# 3. 计算远期收益
forward_returns = engine.compute_forward_returns(data, period=5)
# 4. 分析
analyzer = FactorAnalyzer(clean, forward_returns)
# IC 分析(Spearman 秩相关)
ic_series = analyzer.compute_ic("momentum_20d")
print(f"均值 IC: {ic_series.mean():.4f}, ICIR: {ic_series.mean()/ic_series.std():.4f}")
# 分层收益(5 组)
quantile_returns = analyzer.compute_quantile_returns("momentum_20d", n_groups=5)
print(quantile_returns.head())
# 因子衰减(IC 自相关)
decay = analyzer.compute_decay("momentum_20d", max_lag=10)
print(decay)
# 完整报告
report = analyzer.full_report("momentum_20d")
print(f"IC均值={report.mean_ic:.4f} ICIR={report.icir:.4f}")
print(f"多头年化={report.long_only_annual:.2%} 空头年化={report.short_only_annual:.2%}")
print(f"多空夏普={report.long_short_sharpe:.4f} 换手率={report.turnover:.4f}")
```
---
## 4. 组合管理
### 4.1 权重优化器
4 种内置优化器:
```python
from easy_tdx.portfolio import (
EqualWeightOptimizer,
FactorWeightedOptimizer,
RiskParityOptimizer,
MeanVarianceOptimizer,
)
import pandas as pd
# 因子分数表(来自 FactorEngine
scores_df = pd.DataFrame({
"code": ["000001", "600519", "601318", "000858", "600036"],
"score": [0.8, 0.6, 0.5, 0.3, 0.1],
})
# 1. 等权:选前 N 只,等权分配
opt1 = EqualWeightOptimizer()
weights1 = opt1.optimize(scores_df, n_stocks=3)
# {'000001': 0.333, '600519': 0.333, '601318': 0.333}
# 2. 因子加权:分数越高权重越大
opt2 = FactorWeightedOptimizer()
weights2 = opt2.optimize(scores_df, n_stocks=3)
# {'000001': 0.42, '600519': 0.32, '601318': 0.26}
# 3. 风险平价:按波动率倒数加权
returns_df = pd.DataFrame(...) # 收益率矩阵
opt3 = RiskParityOptimizer(returns_df)
weights3 = opt3.optimize(scores_df, n_stocks=3)
# 4. 均值方差:scipy SLSQP 优化(无 scipy 退化为等权)
opt4 = MeanVarianceOptimizer(returns_df)
weights4 = opt4.optimize(scores_df, n_stocks=3)
```
### 4.2 风险模型
```python
from easy_tdx.portfolio import RiskModel
import pandas as pd
risk = RiskModel()
# 估计协方差矩阵(Ledoit-Wolf 收缩)
returns = pd.DataFrame(...) # N 只股票 × T 天收益率
cov = risk.estimate_covariance(returns, method="shrinkage", window=60)
# 组合风险分解
weights = {"000001": 0.3, "600519": 0.4, "601318": 0.3}
metrics = risk.portfolio_risk(weights, cov)
print(f"年化波动率: {metrics['total_volatility']:.2%}")
print(f"最大风险贡献: {metrics['max_risk_contribution']:.2%}")
print(f"持仓数: {metrics['n_positions']}")
```
### 4.3 再平衡引擎
```python
from easy_tdx.portfolio import RebalanceEngine, FactorWeightedOptimizer
from easy_tdx import TdxClient
client = TdxClient()
stock_pool = ["000001", "000858", "600519", "600036", "601318"]
data = {c: client.get_security_bars(..., c, ...) for c in stock_pool}
# 创建引擎
engine = RebalanceEngine(
optimizer=FactorWeightedOptimizer(),
factor_name="momentum_20d", # 用哪个因子选股
n_stocks=3, # 持仓数量
rebalance_freq="M", # 调仓频率: W/M/Q
commission=0.0003, # 佣金率
slippage=0.001, # 滑点率
cash=1_000_000, # 初始资金
)
# 运行回测
result = engine.run(data, start_date=20230101, end_date=20240101)
# 结果
print(f"总收益: {result.performance['total_return']:.2%}")
print(f"年化: {result.performance['annual_return']:.2%}")
print(f"最大回撤: {result.performance['max_drawdown']:.2%}")
print(f"夏普: {result.performance['sharpe']:.4f}")
print(f"调仓次数: {len(result.rebalance_dates)}")
print(f"交易笔数: {len(result.trades)}")
# 权益曲线
print(result.equity_curve.head())
# 持仓历史
for state in result.states[-5:]:
print(f" {state.date}: 持仓{state.positions_count}只 净值{state.total_value:.0f}")
```
---
## 5. 高级回测
### 5.1 滑点模型
4 种可插拔滑点模型,替代原有固定滑点:
```python
from easy_tdx.backtest import BacktestEngine
from easy_tdx.backtest.slippage import (
FixedSlippage,
PercentSlippage,
SquareRootSlippage,
VolumeSlippage,
)
# 1. 固定每股滑点(与旧行为一致)
model1 = FixedSlippage(per_share=0.01)
# 2. 按金额百分比
model2 = PercentSlippage(rate=0.001)
# 3. 方根市场冲击模型(Almgren-Chriss 简化版)
# impact = sigma * sqrt(participation_rate) * price * size * coeff
# A 股量化主流:参与率 >5% 时冲击显著
model3 = SquareRootSlippage(impact_coeff=0.1)
# 4. 成交量比例滑点
model4 = VolumeSlippage(base_bps=10.0)
# 在 BacktestEngine 中使用
engine = BacktestEngine(
MyStrategy,
cash=1_000_000,
slippage_model=SquareRootSlippage(impact_coeff=0.1),
)
result = engine.run(df)
```
**模型选择建议**
| 场景 | 推荐模型 | 参数 |
|------|---------|------|
| 快速原型 | `FixedSlippage` | `per_share=0.01` |
| 中频策略 | `PercentSlippage` | `rate=0.001` |
| 大额订单 | `SquareRootSlippage` | `impact_coeff=0.1` |
| 低流动性股票 | `VolumeSlippage` | `base_bps=10.0` |
### 5.2 执行仿真
4 种执行模型,将单笔信号拆分为多笔子交易:
```python
from easy_tdx.backtest.execution import (
ImmediateExecution,
TWAPExecution,
VWAPExecution,
LimitExecution,
)
# 1. 即时成交(默认,与旧行为一致)
exec1 = ImmediateExecution()
# 2. TWAP:时间加权平均价格,N 根 K 线均匀拆单
exec2 = TWAPExecution(n_bars=5)
# 3. VWAP:成交量加权平均价格,按历史量分布拆单
exec3 = VWAPExecution(n_bars=5, volume_lookback=20)
# 4. 限价单:目标价挂单,TTL 内未触发则放弃
exec4 = LimitExecution(ttl_bars=5)
# 在 BacktestEngine 中使用
engine = BacktestEngine(
MyStrategy,
cash=1_000_000,
execution_model=TWAPExecution(n_bars=3),
slippage_model=SquareRootSlippage(),
)
result = engine.run(df)
```
**执行模型选择**
| 场景 | 推荐模型 | 参数 |
|------|---------|------|
| 小额/快速验证 | `ImmediateExecution` | 默认 |
| 大额建仓/平仓 | `TWAPExecution` | `n_bars=3~5` |
| 追踪 VWAP 基准 | `VWAPExecution` | `n_bars=5` |
| 精确入场价位 | `LimitExecution` | `ttl_bars=5` |
**TWAP vs VWAP 示例**
```python
# TWAP: 300 股拆成 3 笔 100 股,在 bar 1/2/3 以 close 执行
engine = BacktestEngine(
MyStrategy, cash=100_000,
execution_model=TWAPExecution(n_bars=3),
)
# VWAP: 按成交量分布拆 300 股 — 成交量大的 bar 分配更多
engine = BacktestEngine(
MyStrategy, cash=100_000,
execution_model=VWAPExecution(n_bars=3, volume_lookback=20),
)
# 限价单:在 50 元挂买入,5 根 K 线内 low <= 50 才成交
class LimitBuyStrategy(Strategy):
def init(self): pass
def next(self):
if self._bar_index == 0:
self.buy(size=100, price=50.0) # 指定限价
engine = BacktestEngine(
LimitBuyStrategy, cash=100_000,
execution_model=LimitExecution(ttl_bars=5),
)
```
### 5.3 归因分析
从回测结果生成归因报告:
```python
from easy_tdx.backtest import BacktestEngine
from easy_tdx.backtest.attribution import AttributionAnalyzer
# 运行回测
engine = BacktestEngine(MyStrategy, cash=1_000_000)
result = engine.run(df)
# --- 成本归因 ---
analyzer = AttributionAnalyzer(result.trades, result.equity_curve)
cost_report = analyzer.cost_attribution()
print(f"总收益: {cost_report.total_return:.2%}")
print(f"总交易成本: {cost_report.total_trade_cost:.0f}")
print(f" 佣金: {cost_report.commission_cost:.0f}")
print(f" 滑点: {cost_report.slippage_cost:.0f}")
print(f" 印花税: {cost_report.stamp_tax_cost:.0f}")
# --- Brinson 归因(需要基准)---
import numpy as np
import pandas as pd
# 构造基准曲线(如沪深300
benchmark = pd.DataFrame({
"datetime": result.equity_curve["datetime"],
"total": np.linspace(100000, 108000, len(result.equity_curve)),
})
analyzer = AttributionAnalyzer(result.trades, result.equity_curve, benchmark=benchmark)
brinson_report = analyzer.brinson_attribution()
print(f"配置贡献: {brinson_report.allocation_return:.2%}")
print(f"选股贡献: {brinson_report.selection_return:.2%}")
print(f"交叉效应: {brinson_report.interaction_return:.2%}")
# --- 因子归因(需要因子数据)---
exposures = pd.DataFrame({"momentum": [0.5, 0.3, 0.2], "quality": [0.1, -0.1, 0.0]})
returns = pd.DataFrame({"momentum": [0.05, 0.03, 0.02], "quality": [0.01, -0.02, 0.0]})
analyzer = AttributionAnalyzer(
result.trades, result.equity_curve,
factor_exposures=exposures, factor_returns=returns,
)
factor_report = analyzer.factor_attribution()
for name, ret in factor_report.factor_returns.items():
print(f" {name}: {ret:.4f}")
print(f"特质收益: {factor_report.specific_return:.4f}")
# --- 完整报告(自动选择最佳归因模式)---
full_report = analyzer.full_report()
```
**归因模式优先级**:因子归因 > Brinson 归因 > 成本归因。`full_report()` 自动选择数据最完整的模式。
---
## 6. CLI 命令
```bash
# 列出所有内置因子
easy-tdx factor list --table
# 因子分析(需要数据,输出示例代码)
easy-tdx factor analyze momentum_20d
# 组合因子回测(需要数据,输出示例代码)
easy-tdx pfactor backtest momentum_20d --n-stocks 10 --optimizer factor_weighted
```
CLI 命令输出 Python API 示例代码,方便复制使用。完整的因子计算和组合回测建议通过 Python API 完成。
---
## 7. 完整工作流示例
从数据获取到组合回测再到归因分析的完整管道:
```python
"""
easy-tdx 量化研究完整工作流示例。
依赖: pip install easy-tdx
"""
from easy_tdx import TdxClient, Market, KlineCategory
from easy_tdx.factor import FactorEngine, FactorAnalyzer, preprocess
from easy_tdx.portfolio import RebalanceEngine, FactorWeightedOptimizer
from easy_tdx.backtest import BacktestEngine
from easy_tdx.backtest.slippage import SquareRootSlippage
from easy_tdx.backtest.execution import TWAPExecution
from easy_tdx.backtest.attribution import AttributionAnalyzer
# ── 1. 数据获取 ──────────────────────────────────────
client = TdxClient()
stock_pool = ["000001", "000858", "600519", "600036", "601318",
"000333", "002415", "601012", "600276", "000568"]
data = {}
for code in stock_pool:
market = Market.SH if code.startswith("6") else Market.SZ
data[code] = client.get_security_bars(
market, code, KlineCategory.DAY, 0, 500
)
print(f"获取 {len(data)} 只股票数据")
# ── 2. 因子计算 ──────────────────────────────────────
engine = FactorEngine()
factor_data = engine.compute_cross_section(
data, ["momentum_20d", "volatility_20d", "rsi_14"]
)
print(f"截面因子数据: {len(factor_data)}")
# ── 3. 因子预处理 ─────────────────────────────────────
clean = preprocess(
factor_data,
factor_names=["momentum_20d", "volatility_20d", "rsi_14"],
steps=["winsorize", "zscore", "fill_missing"],
)
# ── 4. 因子分析 ──────────────────────────────────────
forward_returns = engine.compute_forward_returns(data, period=5)
for factor_name in ["momentum_20d", "volatility_20d", "rsi_14"]:
analyzer = FactorAnalyzer(clean, forward_returns)
report = analyzer.full_report(factor_name)
print(f"\n── {factor_name} ──")
print(f" IC均值: {report.mean_ic:.4f} ICIR: {report.icir:.4f}")
print(f" 多头年化: {report.long_only_annual:.2%}")
print(f" 多空夏普: {report.long_short_sharpe:.4f}")
# ── 5. 组合回测 ──────────────────────────────────────
rebalancer = RebalanceEngine(
optimizer=FactorWeightedOptimizer(),
factor_name="momentum_20d",
n_stocks=5,
rebalance_freq="M",
cash=1_000_000,
)
result = rebalancer.run(data, start_date=20230101, end_date=20240101)
print(f"\n── 组合回测 ──")
print(f" 总收益: {result.performance['total_return']:.2%}")
print(f" 年化: {result.performance['annual_return']:.2%}")
print(f" 最大回撤: {result.performance['max_drawdown']:.2%}")
print(f" 夏普: {result.performance['sharpe']:.4f}")
# ── 6. 高级单策略回测(滑点 + 执行仿真)──────
from easy_tdx.backtest import Strategy
class MomentumStrategy(Strategy):
def init(self):
pass
def next(self):
if self._bar_index < 20:
return
ret = (self.data.close[0] - self.data.close[-20]) / self.data.close[-20]
if ret > 0.05 and self.position["size"] == 0:
self.buy(size=0)
elif ret < -0.03 and self.position["size"] > 0:
self.sell(size=0)
bt_engine = BacktestEngine(
MomentumStrategy,
cash=500_000,
slippage_model=SquareRootSlippage(impact_coeff=0.1),
execution_model=TWAPExecution(n_bars=3),
)
# 选一只股票做回测
bt_result = bt_engine.run(data["600519"])
print(f"\n── 高级回测(600519)──")
print(f" 总收益: {bt_result.performance['total_return']:.2%}")
print(f" 夏普: {bt_result.performance['sharpe']:.4f}")
# ── 7. 归因分析 ──────────────────────────────────────
att_analyzer = AttributionAnalyzer(bt_result.trades, bt_result.equity_curve)
cost_report = att_analyzer.cost_attribution()
print(f"\n── 成本归因 ──")
print(f" 总交易成本: {cost_report.total_trade_cost:.0f}")
print(f" 佣金: {cost_report.commission_cost:.0f}")
print(f" 滑点: {cost_report.slippage_cost:.0f}")
print(f" 印花税: {cost_report.stamp_tax_cost:.0f}")
print("\n完成。")
client.close()
```
---
## 向后兼容
所有新功能通过可选参数启用,**现有代码零改动**:
| 现有调用 | 行为 |
|---------|------|
| `BacktestEngine(strategy, slippage=0.01)` | 与旧版完全一致 |
| `BacktestEngine(strategy)` | 无滑点,与旧版一致 |
| `OrderSimulator(df, slippage=0.01)` | 与旧版完全一致 |
| `BacktestEngine(strategy, slippage_model=...)` | 使用新滑点模型 |
| `BacktestEngine(strategy, execution_model=...)` | 使用新执行引擎 |
新增模块(`factor/`, `portfolio/`, `backtest/slippage.py`, `backtest/execution.py`, `backtest/attribution.py`)为独立新增,不修改任何现有接口。