Welcome to Quantiki
Welcome to Quantiki, the world's leading portal for everyone involved in quantum information science. No matter if you are a researcher, a student or an enthusiast of quantum theory, this is the place you are going to find useful and enjoyable! While here on Quantiki you can: browse our content, including fascinating and educative articles, then create your own account and log in to gain more editorial possibilities.
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A well-funded UNSW Scientia Scholarship is available in a theoretical PhD project to study quantum communication via space (satellites). The scholarship is fully funded for 4 years, covers all university tuition fees, carries a paid annual stipend of $40k, and an additional research/travel budget of up to $10k per year (all AU$). This is open to applicants from any nationality.
A meeting on Quantum Information Processing and Applications (QIPA-2018) will be held during 02 - 08 December, 2018 at Harish-Chandra Research Institute (HRI), Allahabad, India. In this program, in addition to fundamental issues related to quantum information, we wish to include topics related to the interface of quantum information with other sciences like condensed matter, cold gas, and quantum optics. You are requested to complete the registration form, if you are interested to attend the program.
Submitted by
moira on Fri, 08/06/2018 - 13:25.
PhD positions open to join our group in Palermo. Please, check the call for applications and choose the competition code 7 (Information and Communication Technologies). Deadline 20th July 2018. Please, contact me if you need further clarifications: rosario.lofranco@unipa.it. See also: https://rosariolofranco.weebly.com/.
We have reopened for applications to a theory postdoctoral position at the University of Sheffield working with Dr Earl Campbell (https://earltcampbell.com/). The applicant should have a research interest in developing new architectures for quantum computation using topological codes (e.g. surface and colour codes) and other LDPC codes (e.g. hypergraph and homological product codes).
Topics of interest include:
- Design of new LDPC and topological error correction codes.
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