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Quantum information theory S18
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Description

Information theory usually abstracts from the underlying physical carriers of information: There is no "hard-drive information" any different from "newspaper information". This is because one type of information can be transformed into another one in a lossless fashion, and hence the actual physical carrier does not matter when it comes to thinking about what ways of processing of information are possible. Things change dramatically, however, if single quantum systems - such as trapped ions, cold atoms, or light quanta - are taken as elementary carriers of information. This course will give an introduction into what is possible pursuing this idea. We will discuss applications of quantum key distribution (allowing for the secure transmission of information), quantum computing (giving rise to computers that can solve some problems faster than conventional supercomputers), quantum simulation (allowing to simulate other complex quantum systems) and sensing devices. For this, we will develop the underlying quantum information theory, with notions of entanglement taking center stage. These applications are subsumed into what is now often called quantum technologies. Specific emphasis will finally be put onto elaborating on the intersection of quantum information theory on the one hand and condensed-matter physics on the other, where new perspectives arise.

Basic Course Info

Course No Course Type Hours
20110401 Vorlesung 4
20110402 Übung 2

Time Span 17.04.2018 - 09.10.2018
Instructors
Jens Eisert

Study Regulation

0352b_MA120 2013, MSc Physik (Mono), 120 LPs

Quantum information theory S18
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Main Events

Day Time Location Details
Tuesday  8-10 0.1.01 Hörsaal B 2018-04-17 - 2018-07-17
Thursday  8-10 0.1.01 Hörsaal B 2018-04-26 - 2018-07-19

Accompanying Events

Day Time Location Details
Thursday 12-14 1.1.26 Seminarraum E1 Übung 02
Thursday 12-14 1.4.03 Seminarraum T2 Übung 01
Sunday ? - ? Pseudotutorium zur Kapazitätsplanung - potentielle Übungsteilnehmer melden sich bitte hier an!

Quantum information theory S18
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Quantum information theory S18
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