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Michał Oszmaniec Quantum Information Research Group
Quantin.pl is a website of the Quantum Computing Group led by dr. Michał Oszmaniec.
Michał Oszmaniec, michał, oszmaniec, quantum information, quantum, qbit, quantum computing
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Theory of Quantum Computation

Research group led by Michał Oszmaniec

ABOUT OUR GROUP

We study theoretical underpinnings of rapidly developing and interdisciplinary field of quantum computing. We focus our research on developing tools and methods for  better understanding of power and limitations of near-term quantum computers. In particular, we are interested in the following research topics:

 

  • Certification and characterization of prototypes of quantum computers in order to develop effective methods of error mitigation on these devices.
  • Application of generalized quantum measurements (POVMs) in new quantum algorithms and development of methods for their effective implementation on realistic devices.
  • Mathematical foundations of quantum computing (effective compilation of quantum gates, universal quantum computation, new proposals for quantum advantage, classical simulation of noisy quantum computations).

 

Announcement: We are currently looking for a Postdoc. For more details see here. It is also possible to apply to our group with external founding via Ulam programme NCN grants or other sources.

 

Announcement: We are co-organizing the Workshop: Near-term quantum computing 2020 that will take place on April 22-24 in Warsaw. Check out the website of the event for more information.

 

We are a part of the Polish quantum computing consortium supported by the Team-Net grant founded by Foundation for Polish Science.

PUBLICATIONSTEAMCOLLABORATIONS

A figure presenting schematically extensions of some restricted model of quantum computation (RQC) by adding extra resources (like extra gates for example) represented by the dashed arrow. Some resources, when added, lead to another restricted class of computation (RQC’) that still may not be interesting from the computational perspective. Some resources promote RQC to universal quantum computation UQC, whereas for others one lands in the grey region representing situation when the exact computational power is not known.