Contact

• workRoom BB16 Block B
  Malaysia Campus
  Jalan Broga
  43500 Semenyih
  Selangor Darul Ehsan
  Malaysia
• work+6 (03) 8725 3481
• BuangAnn.Tay@nottingham.edu.my

Biography

Dr. Tay Buang Ann was graduated from the 188体育网址_188体育在线-【唯一授权网站】@ of Texas at Austin with a doctorate degree in Physics.

Teaching Summary

ENGFF046: Mechanics and Matter, Part 2: Matter, Autumn 2019-2022

ENGFF018: Light, Waves and Electrons, April 2019-2022

MATH-F009/ENGF-F031: Basic Statistics, April 2018

F40THA: Thermal Science A, Autumn 2013-2018

F40THB: Thermal Science B, Spring 2013-2017

F40LWE: Light, Waves and Electrons, April 2016

F40ESS: Study Skills, Autumn, 2012 only

188体育网址_188体育在线-【唯一授权网站】@ Summary

188体育网址_188体育在线-【唯一授权网站】@ fields

1. Energy transport in quantum molecular chain.
2. General symmetry in Markovian master equation.
3. Nonequilibrium statistical mechanics.

188体育网址_188体育在线-【唯一授权网站】@ grants

1. The role of quantum correlation on energy transfer in molecular chain, Fundamental 188体育网址_188体育在线-【唯一授权网站】@ Grant Scheme (FRGS), FRGS/1/2020/STG07/UNIM/02/1 (Nov 2020-Apr 2023) Principal investigator. RM 64,500. On-going.
2. Symmetry between various master equations for an oscillator, Fundamental 188体育网址_188体育在线-【唯一授权网站】@ Grant Scheme (FRGS), FRGS/2/2014/ST02/UNIM/02/1 (Jan 2015-Dec 2016)Principal investigator. RM 71,840. Completed.
3. Quantum Master Equations for Infinite Dimensional and Finite-Level Systems, Fundamental 188体育网址_188体育在线-【唯一授权网站】@ Grant Scheme (FRGS), Grant No. FP009-2011A (Aug 2012-Aug 2013) Principal investigator (Aug 2012 - Aug2013). Co-investigator (Aug 2013 - Aug 2014). RM 56,000. Completed.

Recent Publications

• B.A. TAY, 2023. Liouvillian exceptional points in continuous variable system Physica A: Statistical Mechanics and its Applications. 620, 128736
• TAY, BUANG ANN, 2023. Energy transfer in quantum molecular chain – Two models of inhomogeneity AIP Conference Proceedings. 2756(1), 030003
• TAY, B. A., 2021. Excitation relaxation in a molecular chain and energy transfer at steady state Phys. Rev. E. 103, 042124
• B.A. TAY, 2020. Eigenvalues of the Liouvillian of quadratic master equation for a harmonic oscillator Physica A: Statistical Mechanics and its Applications. 124768

• View all publications

Past 188体育网址_188体育在线-【唯一授权网站】@

188体育网址_188体育在线-【唯一授权网站】@ grants

1. Symmetry between various master equations for an oscillator, Fundamental 188体育网址_188体育在线-【唯一授权网站】@ Grant Scheme (FRGS), FRGS/2/2014/ST02/UNIM/02/1 (Jan 2015-Dec 2016)Principal investigator. RM 71,840. Completed.
2. Quantum Master Equations for Infinite Dimensional and Finite-Level Systems, Fundamental 188体育网址_188体育在线-【唯一授权网站】@ Grant Scheme (FRGS), Grant No. FP009-2011A (Aug 2012-Aug 2013) Principal investigator (Aug 2012 - Aug2013). Co-investigator (Aug 2013 - Aug 2014). RM 56,000. Completed.

• B.A. TAY, 2023. Liouvillian exceptional points in continuous variable system Physica A: Statistical Mechanics and its Applications. 620, 128736
• TAY, BUANG ANN, 2023. Energy transfer in quantum molecular chain – Two models of inhomogeneity AIP Conference Proceedings. 2756(1), 030003
• TAY, B. A., 2021. Excitation relaxation in a molecular chain and energy transfer at steady state Phys. Rev. E. 103, 042124
• B.A. TAY, 2020. Eigenvalues of the Liouvillian of quadratic master equation for a harmonic oscillator Physica A: Statistical Mechanics and its Applications. 124768
• TAY, B. A., 2019. General symmetry in the reduced dynamics of two-level system The European Physical Journal B. 92(4), 84
• B.A. TAY, 2019. Damping modes of harmonic oscillator in open quantum systems Physica A: Statistical Mechanics and its Applications. 526, 121119
• B.A. TAY, 2018. Evolution of Damped Quantum Oscillators in Density Matrix Space Jurnal Fizik Malaysia. 39, 20032-20040
• B.A. TAY, 2017. Symmetry of bilinear master equations for a quantum oscillator Physica A: Statistical Mechanics and its Applications. 468, 578 - 589
• B.A. TAY, 2017. Solutions of generic bilinear master equations for a quantum oscillator—Positive and factorized conditions on stationary states Physica A: Statistical Mechanics and its Applications. 477, 42 - 64
• B. A. TAY, 2014. Separability of two-oscillator mixed states from the subspace with fixed total occupation quantum number Acta Physica Polonica B. 45(4), 867
• TAY, B. A., 2014. Attenuation of excitation decay rate due to collective effect Phys. Rev. E. 90, 022142
• TAY, B. A., 2013. Reduced dynamics of two oscillators collectively coupled to a thermal bath Phys. Rev. E. 87, 052117
• B. A. TAY, KAZUKI KANKI, SATOSHI TANAKA and TOMIO PETROSKY, 2011. Band structure and accumulation point in the spectrum of quantum collision operator in a one-dimensional molecular chain Journal of Mathematical Physics. 52(2), 023302
• B A TAY, 2011. Transformed number states from a generalized Bogoliubov transformation and their relationships to the eigenstates of the Kossakowski–Lindblad equation Journal of Physics A: Mathematical and Theoretical. 44(25), 255303
• TAY, B. A. and PETROSKY, T., 2010. Dual Spaces Structure of Quantum Kinetic Equations - Quantum Systems vs Classical Systems Prog. Theor. Phys. Supplement. 184, 533-544
• B.A. TAY and G. ORDONEZ, 2010. Dressed particles from the star-unitary transformation: Markovian dynamics Physica A: Statistical Mechanics and its Applications. 389(7), 1346 - 1370
• B. A. TAY and HISHAMUDDIN ZAINUDDIN, 2008. Orbit Classification of Qutrit via the Gram Matrix Chinese Physics Letters. 25(6), 1923
• B. A. TAY and T. PETROSKY, 2008. Biorthonormal eigenbasis of a Markovian master equation for the quantum Brownian motion Journal of Mathematical Physics. 49(11), 113301
• TAY, B. A. and PETROSKY, T., 2007. Thermal symmetry of the Markovian master equation Phys. Rev. A. 76, 042102
• TAY, B. A. and ORDONEZ, G., 2006. Exact Markovian kinetic equation for a quantum Brownian oscillator Phys. Rev. E. 73, 016120