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The Mathematical Proof That Antivirus is Impossible

Is it mathematically impossible to build a perfectly secure computer? In this video, we dive into a foundational scientific dissertation on computer viruses that uses Turing machine simulations to prove a terrifying truth: viral detection is fundamentally "undecidable." This means absolute prevention is nearly impossible in any system that allows sharing. In this video you will discover: • 🧮 The Mathematical Proof: How Turing machine simulations demonstrate that perfect viral detection is theoretically impossible. • 💥 Real-World infection: Details of experiments where viruses rapidly compromised both standard and high-security operating systems. • 🛡️ Early Defenses: Proposed solutions like complexity-based integrity maintenance using the RSA cryptosystem and "distributed isolationism." • ⚖️ The Core Conflict: Why the desire for widespread information sharing is in direct, unsolvable conflict with maintaining a perfectly secure environment. Explore the existential risks to information integrity and why the battle against computer viruses might be one we can never truly win. #ComputerViruses #CyberSecurity #Hacking #TuringMachine #InfoSec #TechHistory #Malware #ComputerScience #InternetSafety #DigitalForensics