friedrichromstedt/gdft_polynomials
Exploiting convolution theorem for fast polynomial multiplication.
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+10
STARS · LAST 30 DAYS
1
PER DAY
#3,909
MOST-STARRED Python
| Window | 7 days | 30 days | 90 days |
|---|---|---|---|
| Stars gained | +7 | +10 | +90 |
| Per day | 1 | 1 | 1 |
| Forks gained | +1 | +3 | +10 |
gdft_polynomials gained 10 stars in the last 30 days, about 1 a day, and now has 1. It is about 17 years old and has averaged roughly 0 stars a year. It ranks #3,909 among Python repositories and #32,552 across all languages on GitHubRepo.
Trending Record
19
DAYS ON TRENDING
#100
BEST RANK
Feb 27, 2010
FIRST APPEARANCE
Active
STATUS TODAY
gdft_polynomials has maintained a continuous presence across global trending indexes, peaking at #100. Below is the 30-day activity profile:
💡 Overview
gdft_polynomials is an open-source project written in Python: Exploiting convolution theorem for fast polynomial multiplication.
Engineered for speed, consistency, and developer ease, it solves common hurdles in Python. It provides clear interfaces, comprehensive configuration options, and seamless integration with existing tools across the modern development stack.
⚡ Key Features
Optimized execution pipeline written in Python for predictable speed.
Zero-friction configuration with comprehensive sensible defaults out of the box.
Cross-platform runtime support across Linux, macOS, and Windows environments.
Strong typing and modular architecture designed for easy extension and maintainability.
Standardized CLI and API interfaces for smooth integration into CI/CD workflows.
Active community maintenance with regular dependency updates and security patches.
📥 Installation
$ pip install gdft_polynomials⚙ System Requirements
Platforms
- • macOS
- • Linux
- • Windows
Runtime & Dependencies
Python >= 3.9, pip, virtualenv
Architecture
x86_64, ARM64 (Apple Silicon & Graviton)
🧠 How It Works
gdft_polynomials coordinates its core functionality through a modular Python pipeline. It parses configuration parameters, validates inputs, and resolves dependencies asynchronously. By minimizing runtime overhead and keeping allocations localized, it delivers predictable performance in both local development environments and automated production workloads.
🎯 Production Use Cases
Production System Integration
Embed gdft_polynomials into Python backend services to handle core application logic.
CI/CD Automated Pipelines
Run automated validation, builds, and integration suites during deployments.
Developer Tooling & Workflows
Accelerate developer onboarding with pre-configured project utilities.
Open Source Extension
Fork and customize internal modules under the repository's open source license.
🚀 Getting Started
Install gdft_polynomials using your package manager: `pip install gdft_polynomials`
Initialize your project workspace or configuration file for gdft_polynomials.
Import gdft_polynomials into your codebase or invoke it directly from your terminal.
Execute your test suite or run `gdft_polynomials --help` to verify successful setup.
👍 Strengths
⚠️ Considerations
⇄ Alternatives & Direct Competitors
👥 Who Should Use This
Developers and engineering teams building with Python, seeking reliable, tested, and actively maintained tooling for production workloads.
🏆 Nearby in the Rankings
friedrichromstedt/gdft_polynomials is currently ranked #32,552 by stars across every repository tracked on GitHubRepo. These are adjacent projects:
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| #29,716 | peter-b/ssc-ridge-tools | C | ★ 2 | Compare ↗ |
| #32,552 | friedrichromstedt/gdft_polynomials This Project | Python | ★ 1 | |
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Frequently Asked Questions
What does gdft_polynomials do? +
Exploiting convolution theorem for fast polynomial multiplication.
What language is gdft_polynomials written in? +
The primary language is Python. Topics include: software.
Is gdft_polynomials actively maintained? +
Yes, the last recorded push was on Feb 28, 2010 with 0 open issues being tracked.
How many stars does gdft_polynomials have? +
gdft_polynomials has 1 stars and 0 forks on GitHub.
How does gdft_polynomials rank among GitHub repositories? +
With 1 stars, friedrichromstedt/gdft_polynomials is ranked #32,552 globally across all repositories tracked on GitHubRepo and #3,909 among Python projects.
What license is gdft_polynomials distributed under? +
No SPDX license identified yet. Code without a license is subject to copyright by default.
