Norbert Schuch

Professor

Universität Wien

Austria

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Professor Norbert Schuch is a faculty member at the University of Vienna, Austria. His research focuses on quantum phases, tensor network algorithms, and entanglement spectrum analysis, as evidenced by his recent articles on topics such as matrix product states and critical U(1) spin liquids. He has contributed significantly to the understanding of quantum computation and its implications in physics through works addressing the natural Grover bound and ground-state energies of local Hamiltonians.

Norbert Schuch

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Articles (23)

Gauging quantum phases: A matrix product state approach

Beating the Natural Grover Bound for Low-Energy Estimation and State Preparation

Stable and efficient differentiation of tensor network algorithms

Fractional domain wall statistics in spin chains with anomalous symmetries

Sign Problem in Tensor-Network Contraction

Generating Function for Projected Entangled-Pair States

Robustness of critical U(1) spin liquids and emergent symmetries in tensor networks

Lower Bounds on Ground-State Energies of Local Hamiltonians through the Renormalization Group

Entanglement spectrum as a diagnostic of chirality of topological spin liquids: Analysis of SU(3) projected entangled pair states

Tangent Space Generators of Matrix Product States and Exact Floquet Quantum Scars

Detecting Emergent Continuous Symmetries at Quantum Criticality

Entanglement spectra of nonchiral topological ( 2+1 )-dimensional phases with strong time-reversal symmetry breaking, Li-Haldane state counting, and PEPS

Entanglement spectra of nonchiral topological (2+1)-dimensional phases with strong time-reversal symmetry breaking, Li-Haldane state counting, and PEPS

Detecting Emergent Continuous Symmetries at Quantum Criticality

Tensor Networks Can Resolve Fermi Surfaces

Complete characterization of non-Abelian topological phase transitions and detection of anyon splitting with projected entangled pair states

Complete characterization of non-Abelian topological phase transitions and detection of anyon splitting with projected entangled pair states

Tensor Networks Can Resolve Fermi Surfaces

Locality optimization for parent Hamiltonians of tensor networks

Preparation and verification of tensor network states

Mapping between Morita-equivalent string-net states with a constant depth quantum circuit

Symmetry Protected Topological Order in Open Quantum Systems

On the stability of topological order in tensor network states

Collaborators (4)

Sevag Gharibian

Wei-Lin Tu

Frank Verstraete

Naoki Kawashima

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