THEORETICAL PHYSICIST

Racah Institute of Physics, Hebrew University of Jerusalem

# Erez Zohar

## Dr. Erez Zohar

I am a senior lecturer (assistant professor) at the Racah Institute of Physics, at the Hebrew University of Jerusalem, Israel. My research focuses on the interface between quantum many body theories and quantum information and optics, mostly in developing tools for dealing with strongly correlated systems and their application to particle physics. Besides that, I am generally interested in quantum mechanics, quantum field theory and mathematical physics.

Photograph taken by Bruno Charbit

## In our group, we aim at designing new tools, methods and approaches for solving difficult problems in many-body physics. On the process, we get to reconstruct physical models out of elementary ingredients (such as in the construction of tensor network states) or different building blocks (as in the design of a quantum simulator). In the process of reconstructing a theory from scratch, we get to learn a lot about it, to see it from new perspectives, to understand it better and to take it to new directions.

## RECENT ARTICLES & PREPRINTS

Pardo, G., Greenberg, T., Fortinsky, A., Katz, N. and Zohar, E., Resource-Efficient Quantum Simulation of Lattice Gauge Theories in Arbitrary Dimensions: Solving for Gauss' Law and Fermion Elimination, Phys. Rev. Research 5, 023077 (2023)

Emonts, P. and Zohar, E., Fermionic Gaussian PEPS in 3+1d: Rotations and Relativistic Limits, arXiv:2304.06744 [quant-ph]

Emonts, P., Kelman, A., Borla, U., Moroz, S., Gazit, S. and Zohar, E., Finding the ground state of a lattice gauge theory with fermionic tensor networks: a 2+1d Z2 demonstration, Phys. Rev. D 107, 014505 (2023)

Kasper, V., Zache, T., Jendrzejewski, F., Lewenstein, M. and Zohar, E., Non-Abelian gauge invariance from dynamical decoupling, Phys. Phys. Rev. D 107, 014506 (2023)

Ashkenazi, S. and Zohar, E., Duality as a Feasible Physical Transformation, Phys. Rev. A 105, 022431 (2022)

Shachar, T. and Zohar, E., Approximating Relativistic Quantum Field Theories with Continuous Tensor Networks, Phys. Rev. D 105, 045016 (2022)