Title: Quantum-Enhanced Wavefunction Collapse for Complex Systems

Jincheng Zhang

Published Sep 6, 2026• 0 citations

Abstract

Quantum-enhanced wavefunction collapse represents a fundamental challenge in quantum computing, particularly for complex systems. Traditional approaches often struggle with the inherent instability of wave functions, leading to lengthy computation times and limited accuracy. This paper proposes a novel algorithm utilizing quantum entanglement to stabilize wave functions, thereby accelerating collapse and improving the fidelity of results. We present a new approach that leverages entanglement to create a dynamic, entangled state of the system, effectively reducing the energy required for wavefunction collapse. This enhancement promises substantial improvements in the computational capabilities of quantum computers, potentially unlocking solutions to problems currently intractable with classical methods. The core mechanism involves establishing a quantum entanglement framework to mitigate the fluctuations inherent in wave function dynamics, ultimately leading to a more robust and efficient collapse process.

DOI: 10.5281/zenodo.22462630

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