This repository contains original mathematical research on the Riemann Hypothesis (Version V5 — Coronación) by José Manuel Mota Burruezo. The work is protected by copyright and intellectual property laws.

This repository implements security measures to ensure the integrity and reproducibility of computational results:

• ✅ ENV.lock: Complete environment snapshot with all dependencies
• ✅ Checksums: SHA256 hashes for all lock files
• ✅ Verification: Automated integrity checking scripts
• ✅ Reproducibility: Deterministic builds across environments

Before running any validation or proof verification:

python verify_environment_integrity.py

This ensures:

• Lock files haven't been tampered with
• Dependencies match expected versions
• Environment is reproducible

See ENV_LOCK_GUIDE.md for detailed documentation.

We employ an automated plagiarism detection and monitoring system that:

• ✅ Generates cryptographic fingerprints of all research artifacts
• ✅ Monitors GitHub, Crossref, and other platforms for unauthorized use
• ✅ Detects exact copies and paraphrased content
• ✅ Collects evidence of potential infringement
• ✅ Runs continuously via automated workflows

• Research papers (PDF and LaTeX source)
• Key mathematical equations and formulas
• Code implementations
• Documentation and README files
• DOI and citation metadata
• Repository structure and content

If you discover someone using this work without proper attribution:

1. Report to us: Open a confidential security advisory via GitHub
2. Provide details: URL, description, and evidence of infringement
3. Do NOT create public issues for security concerns

If you find a vulnerability in our monitoring system:

• Email: institutoconsciencia@proton.me
• Subject: "Security: Monitoring System Vulnerability"
• We will respond within 48 hours

Copyright © 2025 José Manuel Mota Burruezo. All rights reserved.

• Mathematical content: Licensed under CC BY-NC-SA 4.0
• Code: Licensed under MIT License
• Papers: All rights reserved unless otherwise specified

• DOI: 10.5281/zenodo.17116291
• Proper citation required for any use in academic work
• See CITATION.cff for citation format

❌ Prohibited actions:

• Copying content without attribution
• Plagiarizing mathematical proofs or methods
• Republishing papers under different authorship
• Using code without respecting the MIT license
• Claiming authorship or co-authorship falsely
• Paraphrasing without citation

✅ Permitted actions:

• Citing the work with proper attribution
• Using code under MIT license terms
• Building upon the research with citation
• Critique and academic discussion
• Educational use with attribution

We take intellectual property violations seriously:

1. Initial Contact: Polite email requesting correction
2. Formal Notice: Cease and desist letter if no response
3. DMCA Takedown: For platforms like GitHub
4. Legal Action: For serious or repeated violations

We comply with the Digital Millennium Copyright Act (DMCA):

• Designated Agent: José Manuel Mota Burruezo
• Email: institutoconsciencia@proton.me
• Response time: Within 48 hours

For uses beyond the license terms:

1. Email: institutoconsciencia@proton.me
2. Include:
   • Your name and affiliation
   • Intended use (publication, presentation, etc.)
   • Which parts you want to use
   • Timeline
3. Allow 1-2 weeks for response

We typically grant permission for:

• Academic research and publications (with citation)
• Educational presentations
• Non-commercial use
• Open source projects (code)

When using this work, include:

Based on "Version V5 — Coronación: A Definitive Proof of the Riemann Hypothesis 
via S-Finite Adelic Spectral Systems" by José Manuel Mota Burruezo
DOI: 10.5281/zenodo.17116291

See CITATION.cff for BibTeX and other formats.

• Primary: institutoconsciencia@proton.me
• GitHub Issues: For non-sensitive questions
• Security Advisories: For confidential matters

This security policy is reviewed and updated regularly. Last update: 2025-10-16

By accessing or using this repository, you acknowledge that:

• You understand this content is protected by intellectual property laws
• You will respect the licenses and attribution requirements
• You are aware of the automated monitoring system
• Violations may result in legal action

Note: This monitoring system exists to protect legitimate intellectual property, not to stifle academic discourse. We welcome proper citations, constructive criticism, and collaborative research.