
Overview
Background
A/Prof Yao-Zhong Zhang's research interests are in: Algebraic structures, quantum (super)integrable systems, (quasi-)exactly solvable models, supersymmetry, and conformal field theory.
Yao-Zhong Zhang received his PhD from Northwest University, China, in 1988 under the supervision of Prof Bo-Yu Hou. He spent 12 years in Europe, Japan and Australia as Postdoctoral/Research Fellow, before becoming in 2001 a permament staff member as a Senior Lecturer in Mathematics of the University of Queensland. Since 2006, he has been Reader/Associate Professor in the School of Mathematics and Physics of the University of Queensland.
Availability
- Associate Professor Yao-zhong Zhang is:
- Available for supervision
- Media expert
Fields of research
Qualifications
- Bachelor (Honours) of Science (Advanced), Xidian University
- Masters (Research) of Science, Sichuan University
- Doctor of Philosophy, Northwest University (西北大学)
Research interests
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Integrable, superintegrable, exactly solvable and quasi-exactly solvable systems
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Spin-boson systems, quantum Rabi model and generalizations
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Algebraic Bethe ansatz, quantum inverse scattering method and related algebraic structures
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Lie (super)algebras, quantum algebras, representations, correlation functions, supersymmetry and conformal field theory
Works
Search Professor Yao-zhong Zhang’s works on UQ eSpace
1986
Journal Article
Comment on the constraint for anomalous Jacobi identity
Hou, Bo-Yu and Zhang, Yao-zhong (1986). Comment on the constraint for anomalous Jacobi identity. Modern Physics Letters A, 01 (02), 103-110. doi: 10.1142/s0217732386000154
1986
Journal Article
THE EFFECT OF CHARGE CARRIED BY HIGGS FIELDS ON THE PHASE-STRUCTURE OF THE 4-D U(1) VARIED-MODULAR HIGGS-MODEL
SONG, YS, SHI, JM and ZHANG, YZ (1986). THE EFFECT OF CHARGE CARRIED BY HIGGS FIELDS ON THE PHASE-STRUCTURE OF THE 4-D U(1) VARIED-MODULAR HIGGS-MODEL. Communications in Theoretical Physics, 5 (4), 311-322.
Funding
Current funding
Supervision
Availability
- Associate Professor Yao-zhong Zhang is:
- Available for supervision
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Available projects
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R-matrices without difference property and related integrable models
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Superintegrable models and polynomial algebraic structures
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Aspects of quantum Rabi type spin boson systems
Supervision history
Current supervision
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Doctor Philosophy
Superintegrabe systems in curved spaces and algebraic approaches
Principal Advisor
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Doctor Philosophy
Scalar and Dirac Fields in Black Hole Backgrounds: Solutions and Applications
Principal Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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Doctor Philosophy
Deformations of supersymmetric quantum field theories and gravity
Associate Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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Doctor Philosophy
New frontiers in quantum field and gravity theories
Associate Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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Doctor Philosophy
Quadratic Algebras and Their Casimir Invariant
Associate Advisor
Other advisors: Dr Phillip Isaac
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Doctor Philosophy
Quadratic Algebras and Their Casimir Invariant
Associate Advisor
Other advisors: Dr Phillip Isaac
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Doctor Philosophy
Supersymmetric field theories on curved manifolds and applications
Associate Advisor
Other advisors: Professor Artem Pulemotov, Dr Gabriele Tartaglino Mazzucchelli
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Master Philosophy
Quantum properties of non-analytic Field Theories
Associate Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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Doctor Philosophy
New deformations in supersymmetric quantum field and gravity theories
Associate Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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Doctor Philosophy
Solvable supersymmetric field theories, string theory and AdS/CFT
Associate Advisor
Other advisors: Associate Professor Jon Links, Dr Gabriele Tartaglino Mazzucchelli
Completed supervision
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2024
Doctor Philosophy
Scalar and Dirac Fields in Black Hole Backgrounds: Solutions and Applications
Principal Advisor
Other advisors: Dr Gabriele Tartaglino Mazzucchelli
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2020
Doctor Philosophy
Coherent states and scattering for exactly solvable quantum systems
Principal Advisor
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2019
Master Philosophy
New families of exactly solvable many-body models and superintegrable systems
Principal Advisor
Other advisors: Associate Professor Jon Links
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2018
Doctor Philosophy
Superintegrable systems, polynomial algebra structures and exact derivations of spectra
Principal Advisor
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2014
Doctor Philosophy
Exact Solutions of Quasi-exactly Solvable Quantum Systems
Principal Advisor
Other advisors: Associate Professor Jon Links
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2013
Doctor Philosophy
FREE FIELD REALIZATION OF CURRENT SUPERALGEBRAS AND BOSONIZATION OF PARAFERMIONIC ALGEBRAS
Principal Advisor
Other advisors: Associate Professor Jon Links
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2012
Doctor Philosophy
Lie Algebra Deformations and the Exact Solutions of Integrable Quantum Many-Body Systems.
Principal Advisor
Other advisors: Associate Professor Jon Links
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Doctor Philosophy
Inner Geometric Structures of Gauge Fields and Topological Excitations
Principal Advisor
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2015
Master Philosophy
Extended Galilean Conformal Algebras in Two Dimensions
Associate Advisor
Other advisors: Professor Jorgen Rasmussen
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2014
Doctor Philosophy
AN INTEGRABLE AND EXACTLY SOLVABLE NON-HERMITIAN BCS HAMILTONIAN AND GENERALISED EXCLUSION STATISTICS
Associate Advisor
Other advisors: Associate Professor Jon Links
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2006
Doctor Philosophy
MASSLESS NEUTRINO MIXING
Associate Advisor
Media
Enquiries
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- Mathematical physics
- Physics
- Theoretical physics
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