Artha: Redefining Decentralized Value
Welcome to Artha
Artha is a decentralized virtual economy platform that integrates mathematics, cryptography, and real-world economic models to create a scalable, secure, and stable ecosystem for transacting and storing value. The system is built on innovative concepts such as:
- Proof of Value (PoV): Validates network activity using bandwidth, data throughput, and internet metrics as indicators of value.
- Economic Proof of Work (ePoW): Links real-time economic metrics to stabilize and validate transactions.
- Orbital Chain Technology: A unique approach using circular permutations and orbit-based structures for data encoding, transaction validation, and scalability.
Key Features
- Stability: Prevents wild fluctuations in value by integrating market-specific mechanisms.
- Scalability: Uses geometric models and circular permutations to grow dynamically.
- Integration: Bridges real-world economic activity with virtual value for enhanced reliability.
- Custom Time System: Embeds Artha-specific time duration cycles for uniformity.
Repository Overview
This repository includes:
- Mathematical Models: Detailed calculations for orbit areas, circular permutations, and economic proofs.
- Codebase: Modular components for creating and managing Orbital Chains.
- Documentation: Step-by-step guides and theoretical insights into Artha's architecture.
- Open Issues: Areas where contributors can actively engage to refine the platform.
How to Contribute
We’re actively seeking:
- Developers to expand the Orbital Chain library and implement algorithms.
- Mathematicians to refine and validate geometric and permutation models.
- Economists to ensure the system reflects real-world market dynamics.
- Blockchain Experts to enhance transaction security and scalability.
Getting Started
- Clone the repository:
git clone https://github.com/Arjun-pseudo/ARTHA.git
- Read the documentation to understand the core concepts.
- Join discussions, submit issues, or fork and contribute.
Join Us
Help us shape the future of decentralized economies. Together, we can build a platform that bridges technology, mathematics, and economics into a unified system.
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