Title: Quantum Entanglement via Variable-Order Feedback Loops
Jincheng Zhang
Abstract
Quantum entanglement, a cornerstone of quantum mechanics, presents significant challenges in practical applications due to its fragility and susceptibility to decoherence. Current approaches often rely on delicate interactions and require precise control, limiting scalability. This paper explores a novel approach to entanglement maintenance utilizing variable-order feedback loops – a dynamic mechanism that adjusts the strength of interactions based on relative phase shifts. We present a rigorous mathematical model demonstrating the potential for sustained entanglement, offering a pathway to scale quantum systems beyond current limitations. We detail the underlying differential equations governing this dynamic interaction, highlighting their potential for adaptability and scalability. The core claim is that this model provides a viable foundation for manipulating entanglement, paving the way for enhanced quantum computing and communication.