kentro 0.2.3

High-performance K-Means clustering library with Python bindings

Kentro Python Bindings

Python bindings for the Kentro high-performance K-Means clustering library, implemented in Rust using PyO3.

Features

• Identical API: The Python bindings expose the exact same API as the Rust library
• High Performance: Leverages Rust's performance with Python's ease of use
• NumPy Integration: Seamless integration with NumPy arrays
• Method Chaining: Fluent API for easy configuration
• Comprehensive Error Handling: Proper Python exceptions for all error conditions

Installation

Prerequisites

• Python 3.8 or higher
• Rust toolchain (if building from source)
• NumPy

Install from PyPI (when available)

pip install kentro

Build from Source

1. Install Rust (if not already installed):

   curl --proto '=https' --tlsv1.2 -sSf https://sh.rustup.rs | sh
   source ~/.cargo/env
   

2. Install maturin:

   pip install maturin[patchelf]
   

3. Build and install:

   # Development build
   maturin develop --features python
   
   # Or production build
   maturin build --release --features python
   pip install target/wheels/kentro-*.whl
   

Version Management

The Python package version is automatically synchronized with the Rust crate version defined in Cargo.toml. This ensures that both the Rust library and Python bindings always have the same version number.

• Single Source of Truth: Version is defined only in Cargo.toml
• Automatic Synchronization: Python package version is extracted from Cargo.toml during build
• Runtime Access: Python version is available via kentro.__version__

import kentro
print(f"Kentro version: {kentro.__version__}")

Quick Start

import numpy as np
from kentro import KMeans

# Create sample data
data = np.random.rand(100, 2).astype(np.float32)

# Create and train K-Means
kmeans = KMeans(n_clusters=3)
clusters = kmeans.train(data, num_threads=None)

print(f"Found {len(clusters)} clusters")
print(f"Cluster sizes: {[len(c) for c in clusters]}")

API Reference

KMeans Class

Constructor

KMeans(n_clusters: int)

Create a new K-Means instance.

Parameters:

• n_clusters: Number of clusters (must be positive)

Raises:

• ValueError: If n_clusters is 0

Configuration Methods (Method Chaining)

with_iterations(iters: int) -> KMeans

Set the number of iterations (default: 25).

with_euclidean(euclidean: bool) -> KMeans

Use Euclidean distance instead of cosine similarity (default: False).

with_balanced(balanced: bool) -> KMeans

Enable balanced K-Means clustering (default: False).

with_max_balance_diff(max_balance_diff: int) -> KMeans

Set maximum balance difference for balanced clustering (default: 16).

with_verbose(verbose: bool) -> KMeans

Enable verbose output (default: False).

with_use_medoids(use_medoids: bool) -> KMeans

Enable K-medoids clustering (default: False).

Training and Prediction

train(data: np.ndarray, num_threads: Optional[int] = None) -> List[List[int]]

Perform K-Means clustering on the provided data.

Parameters:

• data: Data matrix (n_points × n_dimensions) as float32
• num_threads: Number of threads to use (None for automatic)

Returns:

• List of lists where each inner list contains indices of points assigned to the corresponding cluster

Raises:

• ValueError: If already trained, insufficient points, or dimension mismatch

assign(data: np.ndarray, k: int) -> List[List[int]]

Assign data points to their k nearest clusters.

Parameters:

• data: Data matrix (n_points × n_dimensions) as float32
• k: Number of nearest clusters to assign each point to

Returns:

• List of lists where each inner list contains indices of points assigned to the corresponding cluster

Raises:

• ValueError: If not trained, k is 0, or dimension mismatch

Properties

n_clusters: int                    # Number of clusters
iterations: int                    # Number of iterations
is_euclidean: bool                # Whether using Euclidean distance
is_balanced: bool                 # Whether using balanced clustering
is_use_medoids: bool              # Whether using medoids clustering
centroids: Optional[np.ndarray]   # Cluster centroids (n_clusters × n_dimensions)
medoid_indices: Optional[List[int]] # Medoid point indices (if using medoids)
is_trained: bool                  # Whether model has been trained

Examples

Basic K-Means

import numpy as np
from kentro import KMeans

# Create sample data
np.random.seed(42)
data = np.random.rand(100, 2).astype(np.float32)

# Create and train K-Means
kmeans = KMeans(n_clusters=3)
clusters = kmeans.train(data, num_threads=None)

print(f"Found {len(clusters)} clusters")
print(f"Cluster sizes: {[len(c) for c in clusters]}")
print(f"Centroids:\n{kmeans.centroids}")

Method Chaining Configuration

kmeans = KMeans(n_clusters=3) \
    .with_iterations(50) \
    .with_euclidean(True) \
    .with_verbose(True)

clusters = kmeans.train(data, num_threads=None)

K-Medoids Clustering

# K-medoids finds actual data points as cluster centers
kmeans = KMeans(n_clusters=3) \
    .with_use_medoids(True) \
    .with_euclidean(True)

clusters = kmeans.train(data, num_threads=None)

# Get medoid indices
medoid_indices = kmeans.medoid_indices
if medoid_indices:
    print(f"Medoid indices: {medoid_indices}")
    print("Medoid points:")
    for i, idx in enumerate(medoid_indices):
        print(f"  Cluster {i}: {data[idx]}")

Balanced K-Means

# Balanced K-Means ensures clusters have similar sizes
kmeans = KMeans(n_clusters=3) \
    .with_balanced(True) \
    .with_max_balance_diff(5)

clusters = kmeans.train(data, num_threads=None)
print(f"Balanced cluster sizes: {[len(c) for c in clusters]}")

Cluster Assignment

# Train on training data
train_data = np.random.rand(100, 2).astype(np.float32)
kmeans = KMeans(n_clusters=3)
kmeans.train(train_data, num_threads=None)

# Assign new data to clusters
test_data = np.random.rand(20, 2).astype(np.float32)
assignments = kmeans.assign(test_data, k=1)

print("Assignment results:")
for i, cluster_points in enumerate(assignments):
    if cluster_points:
        print(f"  Cluster {i}: {cluster_points}")

Euclidean vs Cosine Similarity

# Cosine similarity (default) - good for high-dimensional data
kmeans_cosine = KMeans(n_clusters=3)
clusters_cosine = kmeans_cosine.train(data, num_threads=None)

# Euclidean distance - good for low-dimensional data
kmeans_euclidean = KMeans(n_clusters=3).with_euclidean(True)
clusters_euclidean = kmeans_euclidean.train(data, num_threads=None)

Error Handling

The Python bindings provide proper error handling with descriptive error messages:

try:
    # This will raise ValueError
    kmeans = KMeans(n_clusters=0)
except ValueError as e:
    print(f"Error: {e}")

try:
    # This will raise ValueError if not enough data
    kmeans = KMeans(n_clusters=10)
    small_data = np.random.rand(5, 2).astype(np.float32)
    kmeans.train(small_data, num_threads=None)
except ValueError as e:
    print(f"Error: {e}")

Testing

Run the test suite:

python test_python_bindings.py

Run the comprehensive example:

python examples/python_example.py

Performance Notes

• Always use float32 NumPy arrays for optimal performance
• For large datasets, consider using num_threads parameter to control parallelization
• K-medoids is slower than standard K-means but provides actual data points as cluster centers
• Balanced K-means adds computational overhead but ensures more even cluster sizes

Comparison with Rust API

The Python bindings provide an identical API to the Rust library:

Rust	Python
KMeans::new(n_clusters)	KMeans(n_clusters)
with_iterations(25)	with_iterations(25)
with_euclidean(true)	with_euclidean(True)
train(data.view(), None)	train(data, num_threads=None)
assign(data.view(), k)	assign(data, k)
centroids()	centroids (property)
medoid_indices()	medoid_indices (property)

License

This project is licensed under the Apache License 2.0 - see the LICENSE file for details.