Titlebook: Quantum Computing Compact; Spooky Action at a D Bettina Just Book 2022 Springer-Verlag GmbH Germany, part of Springer Nature 2022 Quantum.Q

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The Third Experiment: Spooky Action at a DistanceThe third experiment is actually done to disprove the quantum mechanical interpretation of the second. It is supposed to show that there is no “spooky action at a distance”. But it confirms the quantum mechanical prediction. Following an argumentation of Bell (1964), it shows that quantum mechanics cannot be extended with hidden variables.

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Bettina JustThe "spooky action at a distance" questioned by Einstein made understandable.Completely new explanatory methodology, tested with students.Easy to understand due to catchy illustrations and overall pre

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Introduction,beys the rules of classical mechanics. A quantum bit is an objeckt that can take the values “0” and “1” and something IN BETWEEN. It obeys the rules of quantum mechanics. This leads to quantum circuits, and to the structure of this book.

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Quantum Algorithms Vividlyorithms based on such a system of possibly entangled particles? This chapter contains a very rough explanation and gives an idea on why quantum algorithms could be much faster than classical algorithms.

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CNOT: A Quantum Gate on Two Qubitsrks, very roughly speaking, is that as much as the control bit is in the |1〉 state, the target bit is negated, i.e. its amplitudes are swapped. This may sound a bit cryptic at the moment and will be explained in more detail in this chapter.

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Teleportationn. Teleportation is suitable for transmitting information quickly over long distances in a vacuum, e.g. between satellites. In this chapter, the algorithm for quantum teleportation is presented and is illustrated with the graphic model in order to imagine what is happening. Information on the status of practical implementation is also provided.

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Book 2022, but monochromatic - how is that supposed to work? If you read scientific literature, you have to have knowledge of functional analysis..This book vividly builds the bridge between the experiments that led to quantum entanglement and the algorithm for teleportation, assuming only an elementary knowledge of mathematics..

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