An oracle-free Trotter-based quantum algorithm for nonadiabatic molecular dynamics achieves circuit depth advantages over QROM architectures and retains T-gate scalability compared to quantum signal processing.
Density matrix formulation for quantum renormalization groups
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Grassmann tensor networks are introduced from basic operations to algorithm Grassmannization and validated on models from particle physics and condensed matter.
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An Oracle-Free Quantum Algorithm for Nonadiabatic Quantum Molecular Dynamics
An oracle-free Trotter-based quantum algorithm for nonadiabatic molecular dynamics achieves circuit depth advantages over QROM architectures and retains T-gate scalability compared to quantum signal processing.
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Grassmann tensor networks
Grassmann tensor networks are introduced from basic operations to algorithm Grassmannization and validated on models from particle physics and condensed matter.