Robert Sims

Professor, Applied Mathematics - GIDP | Acting Department Head | Professor | Member of the Graduate Faculty

Research Area

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Recent

Entanglement bounds for single-excitation energy eigenstates of quantum oscillator systems

2024

On Quasi-Locality and Decay of Correlations for Long-Range Models of Open Quantum Spin Systems

2024

A requirement for astrocyte IP3R2 signaling for whisker experience-dependent depression and homeostatic upregulation in the mouse barrel cortex

2022

John B. Butcher1, 2, Robert E. Sims2, Neville M. Ngum2, Amjad H. Bazzari2, Stuart I. Jenkins3, Marianne King2, Eric J. Hill2, David A. Nagel4, Kevin Fox5, H. Rheinallt Parri2 …

2022

Lieb Robinson Bounds and Strongly Continuous Dynamics for a Class of Many-Body Fermion Systems in mathbb R}d$Rd

2020

On the Regime of Localized Excitations for Disordered Oscillator Systems

2020

Quasi-Locality Bounds for Quantum Lattice Systems. Part II. Perturbations of Frustration-Free Spin Models with Gapped Ground States

2020

Analytic Trends in Mathematical Physics

2020

Lieb-Robinson bounds and strongly continuous dynamics for a class of many-body fermion systems in mathbb{R}d$

2019

Quasi-locality bounds for quantum lattice systems. I. Lieb-Robinson bounds, quasi-local maps, and spectral flow automorphisms

2019

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Robert Sims

Research Area

Grants(6)

Publications(66)

Entanglement bounds for single-excitation energy eigenstates of quantum oscillator systems

On Quasi-Locality and Decay of Correlations for Long-Range Models of Open Quantum Spin Systems

A requirement for astrocyte IP3R2 signaling for whisker experience-dependent depression and homeostatic upregulation in the mouse barrel cortex

John B. Butcher1, 2, Robert E. Sims2, Neville M. Ngum2, Amjad H. Bazzari2, Stuart I. Jenkins3, Marianne King2, Eric J. Hill2, David A. Nagel4, Kevin Fox5, H. Rheinallt Parri2 …

Lieb Robinson Bounds and Strongly Continuous Dynamics for a Class of Many-Body Fermion Systems in mathbb R}d$Rd

On the Regime of Localized Excitations for Disordered Oscillator Systems

Quasi-Locality Bounds for Quantum Lattice Systems. Part II. Perturbations of Frustration-Free Spin Models with Gapped Ground States

Analytic Trends in Mathematical Physics

Lieb-Robinson bounds and strongly continuous dynamics for a class of many-body fermion systems in mathbb{R}d$

Quasi-locality bounds for quantum lattice systems. I. Lieb-Robinson bounds, quasi-local maps, and spectral flow automorphisms

Courses(10)

Theory of Probability

Banach and Hilbert Spaces

Linear Algebra

Real Analysis of One Variable

Introduction to Mathematical Physics