The “QCAT” Research Group carries out interdisciplinary studies at the border of quantum optics and condensed matter. Our goal is discovering inspiring physical phenomena, investigating the capabilities of modern platforms and finding their potential applications in quantum technologies. The Group has a theoretical background but tightly collaborates with experimentalists. Our domain comprises systems built with integrated optical circuits and superconducting photon detectors, optical microcavities and two-dimensional nanomaterials (e.g. graphene).
Submitted by
Mstobinska on Tue, 02/01/2018 - 23:51.
We are looking for a highly motivated and talented Ph.D. student willing to join the international team undertaking a new, 3-year "First Team" research project entitled Integrated optics in time-frequency domain: a new versatile platform for quantum technologies, funded by the Foundation for Polish Science. The international project aims at research in the field of theoretical condensed matter as well as theoretical and experimental quantum optics.
Submitted by
Mstobinska on Mon, 07/08/2017 - 15:25.
We are looking for a highly motivated and talented Ph.D. student willing to join the team undertaking a new, 3-year "First Team" research project entitled Integrated optics in time-frequency domain: a new versatile platform for quantum technologies, funded by the Foundation for Polish Science. The project aims at research in the field of theoretical condensed matter as well as theoretical and experimental quantum optics.
Submitted by
Ravi on Wed, 23/03/2016 - 21:54.
Next Q+ Hangout is on the 12th of April!
As usual, if you are watching with a group and want to reserve a seat in the hangout then leave a comment on the event page:
https://plus.google.com/events/cbf9m2hsuf9kgvv3p61alo7h7lc
We also encourage individuals interested in active participation---which typically involves asking questions after the talk---to join the hangout. Otherwise you can watch on the livestream. Details follow.
We do multi-disciplinary research in theoretical physics and applied mathematics. Kindly refer to KG Zloshchastiev's webpage (http://bit.do/kgz) for more details, contacts and location.
Pages
