HumanAI: A Proof of Research Protocol (PoR)
Whitepaper
Abstract
HumanAI is a decentralized platform that incentivizes collaboration among scientists, researchers, and artificial intelligence (AI) agents to solve global challenges in science, medicine, and mathematics. By introducing Research Interest Points (RIPs), HumanAI decentralizes funding and validation processes, enabling a trustless, incentive-driven system for innovation. The platform employs a unique Proof of Research (PoR) consensus mechanism, ensuring contributions are validated, non-duplicative, and aligned with research objectives.
1. Introduction
The production of knowledge is often constrained by centralized funding, siloed research, and opaque validation mechanisms. HumanAI seeks to disrupt these limitations by introducing a peer-to-peer network where research contributions are funded, validated, and rewarded transparently. Inspired by decentralized systems like Bittensor and Ethereum, HumanAI offers an open marketplace for scientific discovery, where Research Interest Points (RIPs) represent clearly defined objectives and measurable milestones.
The HumanAI Model
2.1 Architecture
2.2 Research Interest Points (RIPs)
Layer 2: AI Computation – A decentralized computational layer where validators process RIPs, validate contributions, and maintain a scalable research ecosystem.
2.3 Proof of Research (PoR) Consensus
The HumanAI network introduces Proof of Research (PoR), a novel consensus mechanism where validators verify research contributions through AI-based analysis. PoR ensures:
Incentive Mechanisms
3.1 Stake-Weighted Rewards
Rewards for solving RIPs are distributed as:
Where ρρ is the scaling factor, κκ is the trust threshold, and sisi is the stake of validator ii.
3.2 Validator and Node Incentives
Governance
4.1 DAO and Council of Scientists
HumanAI governance relies on a dual structure:
4.2 Collusion Resistance
Tokenomics
5.1 Token Allocation
5.2 Economic Flow
Technical Framework
6.1 Node Requirements
Nodes do not require any specific hardware as HumanAI leverages Proof of Stake mechanisms.
6.2 Scalability
6.3 AI Integration
Mathematical Foundations
7.1 Reward Distribution
Rewards are proportional to the trust and stake of validators:
Where RR is the ranking matrix, and TT is the trust matrix.
7.2 Collusion Resistance
Applications and Use Cases
HumanAI is designed for:
Conclusion
References
Visuals and Graphics
Community
Platform