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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.
Explore matrix product operator algebras and their connection to topological order in 2D systems, focusing on MPO symmetries and their interpretation as weak Hopf algebra representations.
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 lattice gauge theories using Gauged Gaussian Fermionic PEPS, a tensor network method for efficient numerical computations without sign problems in multiple space dimensions.
Explore thermalization of quantum memories using tensor networks, focusing on 2D Kitaev's quantum double models and their Gibbs state representation as PEPS.
Explore Ogata's construction of invariants for SPT phases in quantum spin chains, connecting it to MPS ground states and previous research.
Explore lattice models, tensor networks, and topological defects in quantum systems. Gain insights into symmetries, duality, and exact computations in boundary CFT and critical phenomena.
Explore effective field theory for random matchgate tensor networks, analyzing phase transitions and topological connections in 2D systems with open physical boundaries.
Explore phase transitions in Brownian spin models, examining continuous transitions in Potts models and BKT transitions in clock models. Analyze numerical simulations and discuss extensions to active particles.
Explore quantum Ising model's interface dynamics, examining domain evolution, quantum nucleation, and false-vacuum decay. Discover connections to mathematics and classical statistical physics.
Explore anomalous heat diffusion in low-dimensional classical anharmonic lattices, focusing on perturbed integrable systems and long-range forces in nonequilibrium steady states.
Explore coarsening in aggregation-fragmentation models, focusing on condensate formation, extreme value statistics, and scaling behavior in zero range and conserved mass aggregation systems.
Explore quantum bounds for transport coefficients and their connection to the Fluctuation-Dissipation relation, with insights from high-energy physics and String Theory.
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