Alpha Library: A high-performance rolling window calculation library implemented in Rust with Python bindings. Used for financial data analysis and factor research.
Project description
alpha-lib
High-performance quantitative finance algorithm library, implemented in Rust with Python bindings (PyO3).
Provides efficient rolling-window calculations commonly used in factor-based quantitative trading.
Performance
Benchmarked on Alpha 101, 4000 stocks x 261 trading days (1,044,000 data points per factor):
| Implementation | Factors | Data Load | Compute | Total | Speedup |
|---|---|---|---|---|---|
| pandas | 75 | 31.2s | 2,643s | 2,675s (44min) | 1x |
| polars_ta | 81 | 0.3s | 58s | 58s | 46x |
| alpha-lib | 101 | 0.3s | 3.6s | 3.9s | 729x |
See COMPARISON.md for per-factor timing and correctness analysis.
Installation
pip install py-alpha-lib
Usage
Context Settings
Control computation behavior via alpha.set_ctx():
-
groups— Number of securities in the data array. Each group is processed independently and in parallel. Required for cross-sectional operations likeRANK. -
start— Starting index for calculation (default: 0). -
end— Ending index for calculation (default:len(data)).endcan be used when you want to calculate only a part of the data. for example, when back test iteratively. -
flags— Bitwise flags:FLAG_SKIP_NAN(1): Skip NaN values in rolling windows.FLAG_STRICTLY_CYCLE(2): Return NaN until window is full (matches pandasrolling()default).- Combine with
|:flags=FLAG_SKIP_NAN | FLAG_STRICTLY_CYCLE
import alpha import numpy as np data = np.array([1, 2, 3, 4, 5, 6, 7, 8, 9, 10], dtype=np.float64) # 3-period moving average (partial results during warm-up) result = alpha.MA(data, 3) # [1. 1.5 2. 3. 4. 5. 6. 7. 8. 9.] # Strict mode: NaN until window is full alpha.set_ctx(flags=alpha.FLAG_STRICTLY_CYCLE) result = alpha.MA(data, 3) # [nan nan 2. 3. 4. 5. 6. 7. 8. 9.] # Skip NaN values alpha.set_ctx(flags=alpha.FLAG_SKIP_NAN) data_nan = np.array([1, 2, np.nan, 4, 5, 6, 7, 8, 9, 10], dtype=np.float64) result = alpha.MA(data_nan, 3) #[1. 1.5 nan 2.333 3.667 5. 6. 7. 8. 9. ]
Example 1: Plug and Play
import alpha
from alpha.context import ExecContext
# ExecContext auto-infers groups from securityid/tradetime columns
# and calls alpha.set_ctx(groups=...) automatically
data = pl.read_csv("data.csv").sort(["securityid", "tradetime"])
ctx = ExecContext(data)
# Call operators directly on numpy arrays
close = data["close"].to_numpy()
ma20 = alpha.MA(close, 20)
rank = alpha.RANK(close) # cross-sectional rank (groups auto-configured)
corr = alpha.CORR(close, data["vol"].to_numpy().astype(float), 10)
Data layout: flat 1D array [stock1_day1, stock1_day2, ..., stockN_dayM], sorted by security then time. The groups parameter tells the library where each stock's data begins.
Example 2: Factor Expression Transpiler
Convert factor expressions to Python code, then run:
python -m alpha.lang examples/wq101/alpha101.txt
# 3. Use generated code
from alpha.context import ExecContext
from factors import alpha_001
data = pl.read_csv("data.csv").sort(["securityid", "tradetime"])
ctx = ExecContext(data) # auto-infers groups
result = alpha_001(ctx)
Factor expression to Python code
You can convert factor expressions to Python code using the lang module. For example:
python -m alpha.lang examples/wq101/alpha101.txt
This will read the factor expressions from examples/wq101/alpha101.txt and generate corresponding Python code using alpha-lib functions.
After generating the code, you may need to adjust the code
- Fix type conversions between
floatandbool. - Add context settings if needed.
Benchmarking and Full Examples
GTJA Alpha 191
Implementation of 190/191 factors from the GTJA (国泰君安) Alpha 191 factor set in examples/gtja191/:
| Metric | Value |
|---|---|
| Computable | 190 / 191 |
| Compute time | ~4.5s (4000 stocks × 261 days) |
| Avg per factor | 24ms |
python -m examples.gtja191.al 143 # run specific factor
python -m examples.gtja191.al # run all factors
WorldQuant Alpha 101
Full implementation of 101 Formulaic Alphas in examples/wq101/:
al/— alpha-lib implementation (Rust backend)pd_/— pandas reference (DolphinDB port)pl_/— polars_ta reference
examples/wq101/main.py --with-al 1 2 3 4 # Run specific factors
examples/wq101/main.py --with-al -s 1 -e 102 # Run all factors
examples/wq101/main.py --with-pd --with-al -s 1 -e 15 # Compare with pandas
Benchmark scripts in benchmarks/.
Supported Algorithms
Naming Rules:
- Function starts with
CC_means it is a cross-commodity/cross-security/cross-group operation. - Function without prefix means it is a rolling window operation.
| Name | Description |
|---|---|
| BACKFILL | Forward-fill NaN values with the last valid observation |
| BARSLAST | Calculate number of bars since last condition true |
| BARSSINCE | Calculate number of bars since first condition true |
| BINS | Discretize the input into n bins, the ctx.groups() is the number of groups |
| CC_RANK | Calculate rank percentage cross group dimension, the ctx.groups() is the number of groups Same value are averaged |
| CC_ZSCORE | Calculate cross-sectional Z-Score across groups at each time step |
| CORR | Time Series Correlation in moving window on self |
| CORR2 | Calculate two series correlation over a moving window |
| COUNT | Calculate number of periods where condition is true in passed periods window |
| COUNT_NANS | Count number of NaN values in a rolling window |
| COV | Calculate Covariance over a moving window |
| CROSS | For 2 arrays A and B, return true if A[i-1] < B[i-1] and A[i] >= B[i] alias: golden_cross, cross_ge |
| DMA | Exponential Moving Average current = weight * current + (1 - weight) * previous |
| EMA | Exponential Moving Average (variant of well-known EMA) weight = 2 / (n + 1) |
| ENTROPY | Calculate rolling Shannon entropy over a moving window |
| FRET | Future Return |
| GROUP_RANK | Calculate rank percentage within each category group at each time step |
| GROUP_ZSCORE | Calculate Z-Score within each category group at each time step |
| HHV | Find highest value in a preceding periods window |
| HHVBARS | The number of periods that have passed since the array reached its periods period high |
| INTERCEPT | Linear Regression Intercept |
| KURTOSIS | Calculate rolling sample excess Kurtosis over a moving window |
| LLV | Find lowest value in a preceding periods window |
| LLVBARS | The number of periods that have passed since the array reached its periods period low |
| LONGCROSS | For 2 arrays A and B, return true if previous N periods A < B, Current A >= B |
| LWMA | Linear Weighted Moving Average |
| MA | Simple Moving Average, also known as arithmetic moving average |
| MIN_MAX_DIFF | Calculate rolling min-max difference (range) over a moving window |
| MOMENT | Calculate rolling k-th central moment over a moving window |
| NEUTRALIZE | Neutralize the effect of a categorical variable on a numeric variable |
| PRODUCT | Calculate product of values in preceding periods window |
| QUANTILE | Calculate rolling quantile over a moving window |
| RANK | Calculate rank in a sliding window with size periods |
| RCROSS | For 2 arrays A and B, return true if A[i-1] > B[i-1] and A[i] <= B[i] alias: death_cross, cross_le |
| REF | Right shift input array by periods, r[i] = input[i - periods] |
| REGBETA | Calculate Regression Coefficient (Beta) of Y on X over a moving window |
| REGRESI | Calculate Regression Residual of Y on X over a moving window |
| RLONGCROSS | For 2 arrays A and B, return true if previous N periods A > B, Current A <= B |
| SCAN_ADD | Conditional cumulative add: r[t] = r[t-1] + (cond[t] ? input[t] : 0) |
| SCAN_MUL | Conditional cumulative multiply: r[t] = r[t-1] * (cond[t] ? input[t] : 1) |
| SKEWNESS | Calculate rolling sample Skewness over a moving window |
| SLOPE | Linear Regression Slope |
| SMA | Exponential Moving Average (variant of well-known EMA) weight = m / n |
| STDDEV | Calculate Standard Deviation over a moving window |
| SUM | Calculate sum of values in preceding periods window |
| SUMBARS | Calculate number of periods (bars) backwards until the sum of values is greater than or equal to amount |
| SUMIF | Calculate sum of values in preceding periods window where condition is true |
| VAR | Calculate Variance over a moving window |
| WEIGHTED_DELAY | Calculate weighted delay (exponentially weighted lag) |
| ZSCORE | Calculate rolling Z-Score over a moving window |
Full function signatures: python/alpha/algo.md
Development
Requirements:
- Rust (latest stable)
- Python 3.11+
- maturin
# Build and install in development mode
maturin develop --release
# Run tests
cargo test
Vibe Coding
When adding new algorithms with LLM assistance, provide the function list as context. Use the skill add_algo.md for guided implementation.
This project is a co-created by Gemini (through Antigravity) and Claude (from tic-top).
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