# Brainstorming List of Video Topics ## Possible Video Topics 1. Bitcoin strengths 2. Ethereum principles 3. Ethereum epic fail 4. Vendor fails 5. SDLC 6. Hard forks and why they're a fail 7. Pitiful architecture 8. Subversion Premise 8.5 Attack vectors 9. Maintaining a zero-trust environment 10. Honesty and integrity 11. Obfuscation by abstraction 12. Accountability in zero trust 13. Decentralization myths 14. The fallacy of centralized exchanges 15. Resistance to change 16. How to protect yourself and your assets 17. Decentralization Entropy 18. Fractal's superiority 19. Cryptocase underpinnings 20. Role-based access control 21. Data protection in a zero trust environment 22. Attribute-based access control 23. Asset protection in Fractal 24. Cryptocase wallets and partitions - how they work 25. Difference between ring contracts and smart contracts 26. Bitcoin's State Machine 27. Fractal's State Machine 28. How Fractal achieves fraud protection without compromising user's integrity or anonymity 29. The sheer vastness of complexity between bitcoin, Ethereum, and Vertisan 30. The transaction signing process for bitcoin 31. The transaction signing process for Vertisan and Fractal (VeNNeM) 32. What is Castle Bravo and how does it change everything you know and believe about money. ## Another Video Consideration I am considering making a comprehensive video sharing some of the mathematical underpinnings of the Vertisan Particle and the 7-dimensional data lattice that enables immutable asynchronous parallel processing. More specifically, I can draw and explain some of the equations that solved the impossible problem and mathematically allow me to process 34-billion transactions simultaneously with sub-second settlement and global replication. I would illustrate my use of Fourier systems, homeomorphically irreducible trees, advanced graph theory with weighted directional trees, multidimensional matrices, and differential geometry of space curves and surfaces. And of course... my extensions of theoretical fractal dimensions to geometric surfaces. Remember, fractals are not limited to geometric patterns, but can also describe processes in time. My detailed explanation would probably short-circuit everyone's brains except MIT graduate students, but I honestly believe it's important for people to realize and understand that there's serious provable mathematics behind my solution; I'm not just spewing gibberish. The math is all verifiable. ##### Relevant Search Tags > #video-brainstorming #math-video