Visiting Doctoral Scholars

CQuIC welcomes Mariami (Mari) Gachechiladze and Davide Orsucci, Visiting Scholars who will be hosted by Professor Akimasa Miyake at CQuIC for the next three months.

Mari Gachechiladze is a Ph.D. student in Professor Otfried Guehne’s group at the University of Siegen in Germany, and working in theoretical quantum optics and quantum information.  Mari hopes to work on projects involving quantum computation with hypergraph states.

Davide Orsucci is a Ph.D. student in Professor Hans Briegel’s group at the University of Innsbruck in Austria.   He has been working on various projects, including quantum metrology, quantum error correction, and machine learning.  Davide is interested in extending his understanding and experience in quantum metrology and computation.

 

 

Congratulations to CQuIC Ph.D. Graduate, Jacob Miller


CQuIC PhD student Jacob Miller defended his PhD dissertation on May 3, 2017 and has completed all the requirements to be awarded a PhD in Physics. Jacob’s dissertation, entitled Measurement-Based Quantum Computation and Symmetry-Protected Topological Order, was supervised by Akimasa Miyake, for whom this is also a milestone, as Jacob is Akimasa’s first PhD student. Congratulations to both Jacob and Akimasa! We look forward to further great things from both of them.

Quantum Computation from Symmetric Quantum Matter

Jacob Miller and Akimasa Miyake have recently published a paper in Nature Partner Journal Quantum Information showing that quantum computers with distinct operational advantages can be built using a form of symmetric topological matter. Their work deals with measurement-based quantum computation (MQC), a way of powering computation with only single-spin measurements and a large entangled quantum “resource” state. MQC is a natural way to study the connection between different forms of quantum topological order, the types of quantum computation they can power, and what measurements are needed for this computation.

The authors show that two complementary forms of symmetric topological order are particularly useful for quantum computation. While previous resource states have only utilized the first form, a new Union Jack state is constructed to study the second, stronger form. While both are sufficient to achieve any desired computation, the quantum order found in the Union Jack state can achieve this using simpler measurements, pointing towards a surprising new resource for simplifying quantum computation.

The full article is available online at http://www.nature.com/articles/npjqi201636.

 

Do I smell percolation?
(Left) The Union Jack state, a new state with a strong form of symmetric quantum order which makes it useful for quantum computation. (Right) One step in the procedure for computing with the Union Jack state. Measurements on half of the sites drive the system through a quantum phase transition, which leads to a computationally useful graph state being randomly condensed on the unmeasured spins.

 

Thermodynamics with Correlations: Enhancing the Performance of Quantum Maxwell Demons

Adrian Chapman and Akimasa Miyake have recently published their paper in Physical Review E, demonstrating that a Maxwell demon can exploit correlations in its memory to enhance its thermodynamic performance over the demon which cannot. In this classic thought experiment, the demon uses information, rather than energy, to perform a thermodynamic task such as refrigeration. One example is realized by a demon who controls the door of a bipartite container filled with gas. Using a microscopic measuring device, the demon allows only faster molecules to one side while allowing only slower molecules to the other, apparently performing cooling for free. Only when one accounts for the inevitable energy cost of erasing the device’s memory does one see that this supposed perpetual motion machine is actually a refrigerator. This fact suggests that information has value in thermodynamics.

In their paper, the authors consider a simple concrete model of physical system, which acts as an autonomous Maxwell demon. In many previous models, the assumption has been that the demon’s information is uncorrelated: its actions at one time do not depend on what it has learned at earlier times. This convenient assumption may neglect some important physics however, especially in a quantum world, where information can be correlated in a “spooky” way. The authors construct a framework for their model in which quantum correlations can be incorporated in full generality and find that correlations can be thermodynamically useful in the same way as energy or uncorrelated information in the original thought experiment. Their framework relies on techniques from condensed matter physics, which are specialized for handling correlations.

Correlated states of knowledge are not the exception, but rather the rule for realistic thermodynamic systems. This research will thus likely cross-fertilize the fields of thermodynamics and condensed matter physics and ignite further such analyses that incorporate correlations.

The full article is available online at http://journals.aps.org/pre/abstract/10.1103/PhysRevE.92.062125.

QuantumThermodynamicsImage

Quantum information is passed along sequentially to the demon, D, determining whether it will exchange energy with a hot thermal bath or a cold thermal bath.

CircuitCompositionwEqns

The one-dimensional nature of the model allows for correlated information to be efficiently stored and updated according to the interaction sequence.

GHZPhase

Correlations allow for the emergence of a new operational phase, wherein the demon erases and refrigerates simultaneously as it consumes correlations.