Titlebook: A First Introduction to Quantum Physics; Pieter Kok Textbook 20181st edition Springer Nature Switzerland AG 2018 quantum physics textbook

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Uncertainty Relations,very rich form of interaction between the human being and a relatively powerful computer. Just as, in their early days, movie films, still photographs and television programs were originally seen as trivial and ephemeral, but were later recognized as having long-term artistic merit, the same will su

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The Nature of Reality,ology spread around the globe, many women artists became vocal opponents of political regimes or pioneers of civic activism; in more recent decades, LGBTQI artists have also pushed back against cultural and political barriers. However, the political engagements of these groups in the art-making proc

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2192-4791 eloped as it is needed.Illustrates each key concept with mod.In this undergraduate textbook, the author develops the quantum theory from first principles based on very simple experiments: a photon travelling through beam splitters to detectors, an electron moving through a Stern-Gerlach machine, and

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Lothar Stempfle,Ricarda ZartmannIn this chapter, we consider a series of simple experiments. By contemplating the meaning of the outcomes of these experiments we are forced to adopt some very counterintuitive conclusions about the behaviour of quantum particles.

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Lothar Stempfle,Ricarda ZartmannIn this chapter, we will give the mathematical description of the previous chapter’s experiments. This will show us how we can calculate the probabilities of measurement outcomes in quantum mechanics. We need to introduce simple matrices and basic complex numbers.

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Einleitung: Von Mensch zu MenschIn this chapter, we will find out how we can apply quantum mechanics to more than one system. In doing so, we encounter what is truly strange in quantum mechanics, namely .. We also explore some of the more shocking applications of quantum mechanics, including teleportation and quantum computing.

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https://doi.org/10.1007/978-3-8349-9598-8In this chapter, we show how uncertainty relations arise naturally from quantum theory for position and momentum, time and energy, and so on. We explore the meaning of these relations and apply them to the quantum mechanical description of the pendulum. Finally, we show how we can use entanglement to enhance the precision of measurements.