The Quantum Internet
Ultrafast and Safe from Hackers
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Beschreibung
The internet can look forward to a fantastic future! With new quantum technology, hacker-proof exchange of information and ultrafast data processing will become possible. The basis for these is Albert Einstein's "quantum spook". We are not dealing here with sorcery, but with hard-core science. This book undertakes a fascinating journey through the world of our quantum future - from the first "quantum satellite" to high-security internet, the quantum cloud and beyond, to partly futuristic applications.
The author guides the reader through the basic ideas of quantum physics, explains the concepts of quantum computers, quantum cryptography, and quantum teleportation, and then establishes their relationship to the quantum Internet. Special attention is paid not only to the technical challenges involved, but also to the likely effects on society. Alongside examples of implementation, the author intersperses delightful anecdotes, which bring the story to life. With this book youwill learn how quantum physics can revolutionize the internet!
"... in lively prose the author presents the current state of research in its whole breadth and splendour – valuable and entertaining reading!”
Rupert Ursin, Group Leader and Vice Director of the Institute for Quantum Optics and Quantum Information, Vienna
Stands out for its accessible and informative content Gives a lively and clear introduction to quantum computers and quantum technologies Provides insight into ongoing research related to quantum networks and the future internet
Autor*in
Gösta Fürnkranz
Themen in »The Quantum Internet«
Future quantum internet Quantum computing explained Quantum cryptography explained Quantum technologies Quantum communication explained Quantum teleportation Quantum-PC Quantum cloud No cloning theorem Quantum key distribution QUESS-experiment Quantum Networks qubits
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“The book could be useful for everyone who is interested in prospects of communication and not very keen on math formulae.” (Jaak Henno, zbMATH 1454.81040, 2021)
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