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Chapter 2 Theory of angular momentum
Chapter 2 Theory of angular momentum

Quantum computation of scattering in scalar quantum field theories
Quantum computation of scattering in scalar quantum field theories

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Non-Gaussianity of quantum states: an experimental test on single

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Negentropy in Many-Body Quantum Systems

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Technical Roadmap for Fault-Tolerant Quantum Computing

... of the physical system, which is known as the ground state of the system. Physics shows that if any system is initiated in its ground state, or lowest energy state, and the parameters are slowly changed in the system, the system always remains in the ground state (of the new system). In practice, th ...
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Microscopic quantum coherence in a photosynthetic-light

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... The fractional quantum Hall effect has, since its discovery around 30 years ago, been a vivid field of research—both experimentally and theoretically. In this thesis we investigate certain non-abelian quantum Hall states by mapping the two-dimensional system onto a thin torus, where the problem beco ...
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Non-abelian quantum Hall states and fractional charges in one dimension Emma Wikberg

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... approaches are easier to implement than solving equations of motion and (ii) in many cases, they offer the only way of dealing with otherwise intractable problems. 1.1. Meaning of the Concept Complexity denotes a state of affairs that one can easily appreciate when confronted with it; however, in ph ...
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theoretical study of the interaction of mesoscopic quantum

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The “Simulation Thing”

... compare every pair of particles to see if they have collided by calculating the distance between them and checking to see if that distance is less than the combined radius of the hockey pucks. ...
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... The origins of interventionism can be traced back to the mid 20th century, more precisely, to Peter Bergmann and Joel Lebowitz’s paper ‘New Approach to Nonequilibrium Processes’ (1955) and to Reichenbach’s book The Direction of Time (1956). Also the model that J.M. Blatt put forward a few years late ...
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Does Geometric Algebra provide a loophole to Bell`s Theorem?

... theorem was incorrect, because, according to Christian, Bell had unnecessarily restricted the co-domain of the measurement outcomes to be the traditional real numbers. Christian’s first publication on arXiv spawned a host of rebuttals and these in turn spawned rebuttals of rebuttals by Christian. Mo ...
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... non-commutative homogeneous spaces for classical groups. However (quantum) homogeneous spaces of the second and third class for a classical group are necessarily classical. The class of embeddable homogeneous spaces was defined by Podleś as containing quantum spaces X with an action of a compact qua ...
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Quantum entanglement

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