Quantum Computing (QC)
The group's current and past courses and seminars are listed below.
Quantum Information Science – WiSe 24/25
Quantum information Science is a broad course, encompassing diverse subjects from the very basics to the advanced topics.
This course consists of two parts:
The key ideas in quantum information—quantum circuits, quantum entanglement theory, quantum channels, key protocols for quantum error correction, quantum cryptography, and quantum internet—are thoroughly explained in Part 1. This section has only a minor overlap with the introduction to QC course taught in SoSe 2024.
Quantum Shannon Theory, which combines the principles of quantum theory and information theory, is the topic of Part 2. In 1948, Claude Shannon developed information as a way to gauge how surprised one is when learning the results of an experiment. How such concepts of a measure of information relate to quantum theory, which contains all kinds of weirdness like uncertainty, superposition, entanglement, etc., is a natural question that we will address: What exactly is quantum information?
The course is aimed at the master students from computer science, physics, and mathematics and for the bachelor students who would like to challenge themselves with the advanced topics (the main prerequisite: elementary linear algebra). Having attended introduction to QC is a plus, but not a strict requirement to take the course.
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1144
Lectures will be given in person and uploaded on Panopto.
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Introduction to Quantum Computing – SoSe 24
This is an introductory course in quantum computing, accessible to bachelor and master students from computer science, physics, and mathematics (the main prerequisite: elementary linear algebra).
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1136
Lectures will be given in person and uploaded on Panopto.
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Quantum Information Science – WiSe 23/24
Quantum information Science is a broad course, encompassing diverse subjects from the very basics to the advanced topics.
This course consists of two parts:
The key ideas in quantum information—quantum circuits, quantum entanglement theory, quantum channels, key protocols for quantum error correction, quantum cryptography, and quantum internet—are thoroughly explained in Part 1. This section has only a minor overlap with the introduction to QC course taught in SoSe 2023.
Quantum Shannon Theory, which combines the principles of quantum theory and information theory, is the topic of Part 2. In 1948, Claude Shannon developed information as a way to gauge how surprised one is when learning the results of an experiment. How such concepts of a measure of information relate to quantum theory, which contains all kinds of weirdness like uncertainty, superposition, entanglement, etc., is a natural question that we will address: What exactly is quantum information?
The course is aimed at the master students from computer science, physics, and mathematics and for the bachelor students who would like to challenge themselves with the advanced topics (the main prerequisite: elementary linear algebra). Having attended introduction to QC is a plus, but not a strict requirement to take the course.
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1144
Lectures will be given in person and uploaded on Panopto.
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Introduction to Quantum Computing – SoSe 23
This is an introductory course in quantum computing, accessible to bachelor and master students from computer science, physics, and mathematics (the main prerequisite: elementary linear algebra)
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1136
Lectures will be given in person and uploaded on Panopto.
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Quantum Information Science – WiSe 22/23
Quantum information Science is a broad course, encompassing diverse subjects from the very basics to the advanced topics.
This course consists of two parts:
The key ideas in quantum information—quantum circuits, quantum entanglement theory, quantum channels, key protocols for quantum error correction, quantum cryptography, and quantum internet—are thoroughly explained in Part 1. This section has only a minor overlap with the introduction to QC course taught in SoSe 2022.
Quantum Shannon Theory, which combines the principles of quantum theory and information theory, is the topic of Part 2. In 1948, Claude Shannon developed information as a way to gauge how surprised one is when learning the results of an experiment. How such concepts of a measure of information relate to quantum theory, which contains all kinds of weirdness like uncertainty, superposition, entanglement, etc., is a natural question that we will address: What exactly is quantum information?
The course is aimed at the master students from computer science, physics, and mathematics and for the bachelor students who would like to challenge themselves with the advanced topics (the main prerequisite: elementary linear algebra). Having attended introduction to QC is a plus, but not a strict requirement to take the course.
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1144
Lectures will be given in person and uploaded on Panopto.
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Introduction to Quantum Computing – SoSe 22
This is an introductory course in quantum computing, accessible to bachelor and master students from computer science, physics, and mathematics (the main prerequisite: elementary linear algebra).
6 ECTS credits (Lecture + Exercises)
TUCaN Entry – 20-00-1136
Lectures will be given in person and uploaded on Panopto.
Weekly Seminars at 10:15 on Thursdays
Location: S4|14 Mornewegstr. 30-32 – 2.1.01
A Reading Club at 10:15 on Fridays (biweekly)
Location: S4|14 Mornewegstr. 30-32 – 2.1.01
Current topic: Tensor Netwokrs
Previous topics: Quantum correlations in Networks