Anthony Balchin
About
My research project
Passive Error Correction using Topological Order in Quantum Spin SystemsQuantum computation is a notoriously difficult challenge, as one has to always compete with the environment in order to protect the quantum information within the system. The field of quantum error correction is aimed at surmounting the decoherence problem, and can be realised in two different approaches. One is the active approach, with measurement followed by the correction of errors that accumulate within the system. The other is a passive approach, aimed at engineering intrinsically robust systems for which the loss of quantum information is energetically disfavoured, we focus on this approach. Topologically ordered systems have been suggested as suitable passively-protected qubit manifolds, in which quantum information is shielded from a noisy environment by the topological features of the system and the long-range entanglement within the system.
Supervisors
Quantum computation is a notoriously difficult challenge, as one has to always compete with the environment in order to protect the quantum information within the system. The field of quantum error correction is aimed at surmounting the decoherence problem, and can be realised in two different approaches. One is the active approach, with measurement followed by the correction of errors that accumulate within the system. The other is a passive approach, aimed at engineering intrinsically robust systems for which the loss of quantum information is energetically disfavoured, we focus on this approach. Topologically ordered systems have been suggested as suitable passively-protected qubit manifolds, in which quantum information is shielded from a noisy environment by the topological features of the system and the long-range entanglement within the system.
ResearchResearch interests
My research interests are centred around the premise of quantum computation and the protection of quantum information. This motivates my interest in multiple different fields of study, such as: Quantum Computation, Quantum Information, Quantum Error-Correction, Quantum Many-Body Systems, and Topological Order.
Research interests
My research interests are centred around the premise of quantum computation and the protection of quantum information. This motivates my interest in multiple different fields of study, such as: Quantum Computation, Quantum Information, Quantum Error-Correction, Quantum Many-Body Systems, and Topological Order.
Teaching
PHY2069 Quantum Physics (Sep. - Dec. 2021) - Tutorial Demonstrator and Assistant.
PHY1038 Mathematical and Computation Physics (Feb. - Apr. 2022) - Tutorial Demonstrator and Assistant.
PHY2069 Quantum Physics (Sep. - Dec. 2022) - Tutorial Demonstrator and Assistant, one-on-one Tutoring.
Coursework marking for PHY3056 Applied Magnetism and Superconductivity, and PHYM062 Quantum Magnetism and Superconductivity.