Top CONTAINER GitHub Repositories & Tools (2026)

Cross-platform & feature rich iOS/iPadOS/tvOS sideloading application. Formerly known as PlumeImpactor.

A modern approach to Container-Based Dependency Injection for Swift and SwiftUI.

A lightweight, LXC-like container runtime for Android and Linux. Run full Linux distributions natively with zero performance penalty

The immutable Linux meta-distribution for edge Kubernetes.

Ultrafast serverless GPU inference, sandboxes, and background jobs

A fast & densely stored hashmap and hashset

Builders and buildpacks designed to run on Google Cloud's container platforms

Creates CycloneDX Bill of Materials (BOM) for your projects from source and container images. Supports many languages and package managers. Integrate in your CI/CD pipeline with automatic submission to Dependency Track server

Deployment platform for teams to deploy internal tools. Deploy web apps declaratively, on a single-node or on Kubernetes, with OIDC/SAML auth and RBAC.

A small form factor OpenShift/Kubernetes optimized for edge computing

Backend.AI is a streamlined, container-based computing cluster platform that hosts popular computing/ML frameworks and diverse programming languages, with pluggable heterogeneous accelerator support including CUDA GPU, ROCm GPU, Gaudi NPU, Google TPU, GraphCore IPU and other NPUs.

IaC Automation Framework for Linux Containers (LXC) on Proxmox VE.

Docker-compatible REST API on top of Apple container

An unordered C++ data container providing fast iteration/insertion/erasure while maintaining pointer/iterator validity to non-erased elements regardless of insertions/erasures. Provides higher-performance than std:: library containers for high-modification scenarios with unordered data.

Azure Container Networking Solutions for Linux and Windows Containers

A paper library for creating custom inventory-based GUIs.

Build and publish container images using Swift Package Manager

vHive: Open-source framework for serverless experimentation

ORAS Go library

A solver for (geometrical) packing problems