New method of wavefunction matching helps solve quantum many-body problems

Researchers from the University of Washington have developed a new computational method to calculate wavefunctions for complex quantum many-body systems. This technique, which leverages neural networks and quantum Monte Carlo methods, significantly improves the accuracy and efficiency of solving the Schrödinger equation for large systems. The advancement could revolutionize our understanding of quantum materials and aid in the development of new technologies in physics and chemistry.

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