Han Pu

Professor

Rice University

United States

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Han Pu is a Professor at Rice University in the United States. His research focuses on quantum systems, including quantum entanglement, electron transfer models, and the dynamics of ultradilute quantum droplets. Recent publications discuss topics such as the quantification of bipartite entanglement, quantum phase transitions, and advanced techniques in quantum simulation.

Articles (22)

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2025

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2021

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2021

Collaborators (3)

Ankit Patel

Baylor College of Medicine

UNITED STATES

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Guido Pagano

Assistant Professor

Rice University

UNITED STATES

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Peter Wolynes

Rice University

UNITED STATES

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Han Pu

Research Interests

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About

Articles (22)

Interpreting convolutional neural networks' low-dimensional approximation to quantum spin systems

Dissipation-assisted steady-state entanglement engineering based on electron transfer models

Monogamy-of-entanglement-inspired protocol for quantifying bipartite entanglement using spin squeezing

Breakdown of the single-mode description of ultradilute quantum droplets in binary Bose mixtures: A perspective from a microscopic bosonic pairing theory

Floquet geometric squeezing in fast-rotating condensates

Exact results of one-dimensional repulsive Hubbard model

Quantum phase transition in a quantum Rabi square with next-nearest-neighbor hopping

Engineering and revealing Dirac strings in spinor condensates

Trapped-Ion Quantum Simulation of Electron Transfer Models with Tunable Dissipation

Phase Transition and Multistability in Dicke Dimer

Tricritical Dicke model with and without dissipation

Spin-incoherent liquid and interaction-driven criticality in the one-dimensional Hubbard model

Nonthermal dynamics in a spin- 12 lattice Schwinger model

Generalized effective spin-chain formalism for strongly interacting spinor gases in optical lattices

Integrator for general spin- s Gross-Pitaevskii systems

Chiral quantum phases and tricriticality in a Dicke triangle

Generalized Bose–Fermi mapping and strong coupling ansatz wavefunction for one dimensional strongly interacting spinor quantum gases

Synthetic U(1) gauge invariance in a spin-1 Bose gas

Understanding the Quantum Rabi Ring Using Analogies to Quantum Magnetism

Bose-Einstein condensates in an atom-optomechanical system with effective global nonuniform interaction

Dynamical Fermionization in One-Dimensional Spinor Quantum Gases

Multicriticality and quantum fluctuation in a generalized Dicke model

Collaborators (3)

Ankit Patel

Guido Pagano

Peter Wolynes

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