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GitHub Repo https://github.com/olehsvyrydov/AI-development-team

olehsvyrydov/AI-development-team

AI Development Team - 15 specialized Claude Code skills (agents) that simulate a complete software development team. Includes Product Owner, Architects, Developers, Testers, DevOps, and more.
GitHub Repo https://github.com/jerhoud/TensorMixedStates.jl

jerhoud/TensorMixedStates.jl

A julia library to simulate quantum mixed states and Lindblad equation using matrix product states
GitHub Repo https://github.com/lucasboscatti/sales-ai-agent-langgraph

lucasboscatti/sales-ai-agent-langgraph

A Virtual Sales Agent that uses LangChain, LangGraph, and Gemini Flash to simulate customer interactions. Features include product inquiries, order management, and personalized recommendations through a user-friendly Streamlit interface.
GitHub Repo https://github.com/QuantumKitHub/MPSKit.jl

QuantumKitHub/MPSKit.jl

A Julia package dedicated to simulating quantum many-body systems using Matrix Product States (MPS)
GitHub Repo https://github.com/nicomp42/GroceryStoreSimulator

nicomp42/GroceryStoreSimulator

Simulate the operation of a chain of grocery stores including employees, transactions, stores, and products.
GitHub Repo https://github.com/HiroyasuInoue/ProductionNetworkSimulator

HiroyasuInoue/ProductionNetworkSimulator

This code can simulate how shocks on firms are propagted through a supply chain network.
GitHub Repo https://github.com/Aureliano90/AMM-Simulator

Aureliano90/AMM-Simulator

A program to simulate constant product AMM LP position on OKEx.
GitHub Repo https://github.com/grmlarose/mpsim

grmlarose/mpsim

Package for using Matrix Product States (MPS) to simulate quantum circuits.
GitHub Repo https://github.com/giacomogiudice/MPS

giacomogiudice/MPS

Toolbox to simulate many-body quantum systems using Matrix Product States (MPS)
GitHub Repo https://github.com/arunpandianj/Qiskit-two-qubit-tensor-product

arunpandianj/Qiskit-two-qubit-tensor-product

Construct and simulate two-qubit quantum circuits using Qiskit and understand how tensor products represent multi-qubit states.