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PT-symmetry entails pseudo-Hermiticity regardless of diagonalizability

Journal of mathematical physics, 2020-01, Vol.61 (1)

2020

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Gauge invariant canonical symplectic algorithms for real-time lattice strong-field quantum electrodynamics

The journal of high energy physics, 2021-02, Vol.2021 (2), p.1-45, Article 127

2021

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Kelvin-Helmholtz instability is the result of parity-time symmetry breaking

Physics of plasmas, 2019-03, Vol.26 (3)

2019

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Local energy conservation law for a spatially-discretized Hamiltonian Vlasov-Maxwell system

Physics of plasmas, 2017-06, Vol.24 (6)

2017

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Why is Boris algorithm so good?

Physics of plasmas, 2013-08, Vol.20 (8)

2013

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General field theory and weak Euler-Lagrange equation for classical particle-field systems in plasma physics

Physics of plasmas, 2019-06, Vol.26 (6)

2019

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Explicit symplectic algorithms based on generating functions for relativistic charged particle dynamics in time-dependent electromagnetic field

Physics of plasmas, 2018-02, Vol.25 (2)

2018

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ISSDE: A Monte Carlo implicit simulation code based on Stratonovich SDE approach of Coulomb collision

Chinese physics B, 2021-09, Vol.30 (9), p.95201-354

2021

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Canonicalization and symplectic simulation of the gyrocenter dynamics in time-independent magnetic fields

Physics of plasmas, 2014-03, Vol.21 (3)

2014

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Modeling of beam ions loss and slowing down with Coulomb collisions in EAST

Chinese physics B, 2022-07, Vol.31 (7), p.75201-453

2022

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Slow manifolds of classical Pauli particle enable structure-preserving geometric algorithms for guiding center dynamics

Computer physics communications, 2021-08, Vol.265, p.107981, Article 107981

2021

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Simulations of relativistic quantum plasmas using real-time lattice scalar QED

Physical review. E, 2018-05, Vol.97 (5-1), p.053206-053206, Article 053206

2018

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Field theory and a structure-preserving geometric particle-in-cell algorithm for drift wave instability and turbulence

Nuclear fusion, 2019-10, Vol.59 (10), p.106044

2019

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Explicit high-order gauge-independent symplectic algorithms for relativistic charged particle dynamics

Computer physics communications, 2019-08, Vol.241, p.19-27

2019

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Structure-preserving algorithms for guiding center dynamics based on the slow manifold of classical Pauli particle

Plasma science & technology, 2024-06, Vol.26 (6), p.65101

2024

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Explicit structure-preserving geometric particle-in-cell algorithm in curvilinear orthogonal coordinate systems and its applications to whole-device 6D kinetic simulations of tokamak physics

Plasma science & technology, 2021-05, Vol.23 (5), p.55102

2021

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Gauge-symmetrization method for energy-momentum tensors in high-order electromagnetic field theories

Physical review. D, 2021-07, Vol.104 (2), Article 025013

2021

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Structure-preserving geometric particle-in-cell methods for Vlasov-Maxwell systems

Plasma science & technology, 2018-11, Vol.20 (11), p.110501

2018

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Explicit high-order non-canonical symplectic particle-in-cell algorithms for Vlasov-Maxwell systems

Physics of plasmas, 2015-11, Vol.22 (11)

2015

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Hybrid simulation of energetic particles interacting with magnetohydrodynamics using a slow manifold algorithm and GPU acceleration

Computer physics communications, 2022-06, Vol.275, p.108313, Article 108313

2022

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A lattice Maxwell system with discrete space–time symmetry and local energy–momentum conservation

Physics letters. A, 2019-02, Vol.383 (9), p.808-812

2019

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Discovering exact, gauge-invariant, local energy–momentum conservation laws for the electromagnetic gyrokinetic system by high-order field theory on heterogeneous manifolds

Plasma science & technology, 2021-10, Vol.23 (10), p.105103

2021

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Canonical symplectic structure and structure-preserving geometric algorithms for Schrödinger–Maxwell systems

Journal of computational physics, 2017-11, Vol.349 (C), p.441-452

2017

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Canonical symplectic particle-in-cell method for long-term large-scale simulations of the Vlasov–Maxwell equations

Nuclear fusion, 2016-01, Vol.56 (1), p.14001

2016

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High-order field theory and a weak Euler–Lagrange–Barut equation for classical relativistic particle-field systems

Plasma science & technology, 2023-11, Vol.25 (11), p.115001

2023

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PT-symmetry entails pseudo-Hermiticity regardless of diagonalizability

Gauge invariant canonical symplectic algorithms for real-time lattice strong-field quantum electrodynamics

Kelvin-Helmholtz instability is the result of parity-time symmetry breaking

Local energy conservation law for a spatially-discretized Hamiltonian Vlasov-Maxwell system

Why is Boris algorithm so good?

General field theory and weak Euler-Lagrange equation for classical particle-field systems in plasma physics

Explicit symplectic algorithms based on generating functions for relativistic charged particle dynamics in time-dependent electromagnetic field

ISSDE: A Monte Carlo implicit simulation code based on Stratonovich SDE approach of Coulomb collision

Canonicalization and symplectic simulation of the gyrocenter dynamics in time-independent magnetic fields

Modeling of beam ions loss and slowing down with Coulomb collisions in EAST

Slow manifolds of classical Pauli particle enable structure-preserving geometric algorithms for guiding center dynamics

Simulations of relativistic quantum plasmas using real-time lattice scalar QED

Field theory and a structure-preserving geometric particle-in-cell algorithm for drift wave instability and turbulence

Explicit high-order gauge-independent symplectic algorithms for relativistic charged particle dynamics

Structure-preserving algorithms for guiding center dynamics based on the slow manifold of classical Pauli particle

Explicit structure-preserving geometric particle-in-cell algorithm in curvilinear orthogonal coordinate systems and its applications to whole-device 6D kinetic simulations of tokamak physics

Gauge-symmetrization method for energy-momentum tensors in high-order electromagnetic field theories

Structure-preserving geometric particle-in-cell methods for Vlasov-Maxwell systems

Explicit high-order non-canonical symplectic particle-in-cell algorithms for Vlasov-Maxwell systems

Hybrid simulation of energetic particles interacting with magnetohydrodynamics using a slow manifold algorithm and GPU acceleration

A lattice Maxwell system with discrete space–time symmetry and local energy–momentum conservation

Discovering exact, gauge-invariant, local energy–momentum conservation laws for the electromagnetic gyrokinetic system by high-order field theory on heterogeneous manifolds

Canonical symplectic structure and structure-preserving geometric algorithms for Schrödinger–Maxwell systems

Canonical symplectic particle-in-cell method for long-term large-scale simulations of the Vlasov–Maxwell equations

High-order field theory and a weak Euler–Lagrange–Barut equation for classical relativistic particle-field systems

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