
Explore geometric aspects of tensor networks and invariants, focusing on their applications in mathematics and theoretical physics.

Explore quantum simulation of strongly-correlated matter using MERA-based variational quantum eigensolver. Learn about implementation on NISQ devices, gradient-based optimization, and experimental tests on ion-trap devices.

Explore tensor networks and the negative sign problem in quantum systems, examining simulation challenges and correlation implications for systems with negative Hamiltonian entries.

Explores novel circuit-to-Hamiltonian mapping using tensor networks, avoiding clock registers. Discusses implications for quantum complexity, fault tolerance, and the quantum PCP conjecture.

Explore synergies between parametrized quantum circuits and tensor networks, addressing optimization challenges and enhancing performance in quantum computing applications.

Explore techniques for lower bounding ground state energies in quantum systems using renormalization and tensor networks, presented by Norbert Schuch from the University of Vienna.

Explore three-dimensional topological field theories, tensor network models, and graph evaluations in relation to state-sum constructions and surface defects.

Explore quantum topological order stability in tensor networks, focusing on connections to condensation of topological excitations and implications for 3D discrete gauge theories.

Explore thermalization of quantum memories using tensor networks, focusing on 2D Kitaev's quantum double models and their Gibbs state representation as PEPS.

Explore effective field theory for random matchgate tensor networks, analyzing phase transitions and topological connections in 2D systems with open physical boundaries.

Explore tensor network methods for studying fluctuations in stochastic systems, covering long-time statistics, rare event sampling, finite-time extensions, and symmetry protected topological phases in dynamical LDs.

Explore entanglement transitions in tree tensor networks, delving into mathematical structures and novel algorithms in quantum information theory.

Explore new applications of tensor networks in quantum systems, including random networks, material properties, and learning tasks. Gain insights into capturing entanglement and analyzing complex quantum phenomena.

Optimize sparse tensor contractions with efficient loop nests and distributed-memory parallelization for improved performance in tensor decomposition and completion tasks.

Explore neural networks in quantum physics and image recognition, bridging manybody physics with machine learning for innovative applications in various fields.

Explore connections between deep learning and quantum physics through tensor networks, examining architectures, entanglement measures, and information flow in neural networks.

Explore tensor network-based quantum error correction and its implementation in Julia, featuring the TensorQEC.jl package for protecting quantum information from errors.

Explore large deviations in charge resolved entanglement entropy, examining universal tail structures and their implications for ground state properties in many-body systems.

Explore lattice gauge theories using Gauged Gaussian Fermionic PEPS, a tensor network method for efficient numerical computations without sign problems in multiple space dimensions.

Découvrez une forme canonique pour les réseaux de tenseurs, basée sur la théorie des invariants géométriques. Explorez ses applications potentielles, notamment pour améliorer la confidentialité dans l'apprentissage automatique.

Explorez les limites supérieures des variétés de réseaux de tenseurs, leurs cas d'atteinte et les exceptions notables dans cette présentation mathématique avancée.