[07-10-2016]

(By: QuTech)

Quantum computers are based on qubits that, unlike classical bits, can not only take the values 0 or 1 but can also be 0 and 1 at the same time. Such quantum systems are naturally fragile: they constantly evolve in uncontrolled ways due to unwanted interactions with the environment, leading to errors in the computation. A team of scientists led by Tim Taminiau at QuTech in Delft has now experimentally demonstrated that repeated observations of quantum states encoded in spins in diamond can suppress such errors through the so-called quantum Zeno effect. The presented work provides direct insight in the physics of measurements on quantum states and is relevant for quantum error correction and detection, which are crucial for a working quantum computer. The scientists have published their work on the 7th of October in Nature Communications.

Quantum superposition

The QuTech institute in Delft is working on the computer of the future: the quantum computer. This computer is based on the counter intuitive laws of quantum mechanics, allowing it to solve certain important problems that are far beyond the reach of the best classical computers. The building blocks of the quantum computer, qubits, can not only take the values ‘0’ or ‘1’, but also ‘0’ and ‘1’ at the same time, which we call a quantum superposition.

Zeno’s paradox

Zeno stated in his ‘arrow paradox’ that a flying arrow is standing still when constantly observed. Every time the arrow is observed, it is not seen to move if the observation can be made instantaneously. Therefore, under constant observation, motion must be impossible. While this is a paradox for classical objects that has been solved by differential calculus, in quantum mechanics observations really do restrict the evolution of quantum systems: this is called the quantum Zeno effect. If an observable of a quantum state is measured, the system is projected into an eigenstate of this observable. For example, if a qubit in a superposition of ‘0’ and ‘1’ is observed, the qubit is projected into either ‘0’ or ‘1’ and will remain frozen in that state under repeated further observations.

Joint observables

While just freezing a quantum state by projecting a single qubit does not allow for computations, new opportunities arise when observing joint properties of multi-qubit systems. As an analogy, consider grouping three-dimensional objects based on their two-dimensional projection. Shapes can still transform within a subgroup (for example between a cube and a cylinder), but unwanted changes (for example to a sphere) are suppressed by the constant observations of the 2D projection. Similarly, the projection of joint observables in multi-qubit systems generates quantum subspaces. In this way, unwanted evolution between different subspaces can be blocked, while the complex quantum states within one subspace allow for quantum computations.

Diamond

The QuTech scientists experimentally generated quantum Zeno subspaces in up to three nuclear spins in diamond. Joint observables on these nuclear spins are projected via a nearby electronic spin, generating protected quantum states in Zeno subspaces. The researchers show an enhancement in the time that quantum information is protected with increasing number of projections and derive a scaling law that is independent of the number of spins. The presented work allows for the investigation of the interplay of frequent observations and various noise environments. Furthermore, the projection of joint observables is the basis of most quantum error correction protocols, which are essential for useful quantum computations.

Publication: Experimental creation of quantum Zeno subspaces by repeated multi-spin projections in diamond. N. Kalb, J. Cramer, D.J. Twitchen, M. Markham, R. Hanson and T.H. Taminiau / DOI: 10.1038/ncomms13111

21 - 23 April 2020

POSTPONED: Casimir Spring School 2020: 'Sun, Sailing, Science' in Grou

22 - 24 April 2020

POSTPONED: Strings, Cosmology and Gravity Student Conference (SCGSC)

11 May 2020

PhD defence - Bas Nijholt: "Towards realistic numerical simulations of Majorana devices"

24 - 29 May 2020

27 May 2020

14 - 18 June 2020

22 - 26 June 2020

6 April 2011 - 1 January 2021

6 - 20 September 2020

06-04-2020

23-03-2020

Excellent evaluation report for QuTech

16-03-2020

Light flows around corners unhindered

16-03-2020

Topological Metamaterials in the media

10-02-2020

The peculiar effect of a small error

03-02-2020

The roughening of a platinum electrode

03-02-2020

Daniela Kraft wins Athena Prize 2019

16-12-2019

Superconductivity theory under attack

02-12-2019

Srijit Goswami wins NWO KLEIN Grant

02-12-2019

Daniela Kraft wins Athena Prize 2019

21-11-2019

Building a Mars base with bacteria

21-11-2019

How to make an artificial cell divide?

14-11-2019

Delft, Fokko Mulder group

29-08-2019