Title:
Enhancing Privacy-Preserving Authentication through NIST, PCI, IETF, and ICANN Compliant Encryption and Zero-Knowledge Proofs
Abstract:
This proposal aims to develop an advanced mathematical framework for a third-party service provider to authenticate device users' activities while preserving privacy. The framework will utilize encrypted GPS coordinates and multi-factor authentication in compliance with NIST, PCI, IETF, and ICANN standards. It will focus on Zero-Knowledge Proofs (ZKPs) to maintain user privacy, exploring three distinct models: the plain model, the common random string model, and the random oracle model.
Introduction:
- Background: As digital interactions increase, the need for robust, privacy-preserving authentication mechanisms becomes crucial.
- Objective: To create a mathematical model for third-party verification that adheres to international standards and utilizes ZKPs to ensure user privacy during various digital interactions.
Standards and Compliance:
- NIST (National Institute of Standards and Technology): Explore encryption standards and guidelines for secure cryptographic practices.
- PCI (Payment Card Industry): Incorporate data security standards for handling GPS and transaction-related data.
- IETF (Internet Engineering Task Force): Follow protocols and standards for internet security, including SSL/TLS for sessions and RDP connections.
- ICANN (Internet Consortium for Assigned Names and Numbers): Ensure compliance with domain name and IP address standards for device authentication.
Methodology:
Modeling Encrypted GPS Coordinates:Develop encryption/decryption algorithms compliant with NIST, PCI, IETF, and ICANN standards. Evaluate and select Elliptical Curve or RSA encryption methods for their suitability and compliance. Multi-Factor Authentication Integration:Incorporate additional authentication factors like atomic time, device IMEI numbers, and user knowledge. Create a unified model that integrates these factors securely and efficiently. Zero-Knowledge Proofs for Privacy:Plain Model: Implement interactive ZKPs where the verifier selects random challenges, and the prover responds, ensuring the verifier's conviction of the prover's knowledge without revealing it. Common Random String Model: Utilize non-interactive ZKPs where both parties have access to a common random string, facilitating the proof without interaction. Random Oracle Model: Apply the Fiat–Shamir heuristic for non-interactive ZKPs, assuming the computational hardness of certain problems (e.g., collision resistance of hash functions). Geofence Authentication without Revealing Location:Employ ZKPs to validate a device's presence within a geofence without disclosing exact coordinates. Ensure that these proofs are efficient, secure, and compliant with the identified standards. Third-Party Verification Protocol:Develop protocols allowing third parties to verify actions like SSL sessions and contract signings without accessing sensitive location or private data. Expected Outcomes:
Mathematical Framework: A detailed model combining encrypted GPS, multi-factor authentication, and ZKPs.Compliance and Security Analysis: Assessment of the framework's adherence to NIST, PCI, IETF, and ICANN standards.Privacy-Preserving Protocols: Efficient and secure protocols for third-party verification that maintain user privacy.Significance:
- For Users: Ensures privacy and security in digital transactions and interactions.
- For Service Providers: Provides a reliable and compliant way to authenticate user activities.
- For Regulatory Bodies: Sets a new standard for privacy-preserving, compliant authentication systems.