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Multiparticle States and Tensor Products
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... There is a theorem in relativistic quantum field theory called spin-statistica theorem, proven by Pauli. It says that any particle with integer spin, such as photon (spin 1), should obey Bose-Einstein statistics, while any particle with half-odd spin, such as electron (spin 1/2), should obey Fermi-D ...
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... The polarizability can be inferred by the new position of the minimum of the confining potential, which is related to the expectation values x and y. Moreover the translational invariance of the Coulomb interaction prevents it to ...
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... novel ways of looking at strongly correlated quantum manybody systems. On the one hand, a great deal of theoretical work has been done identifying the basic structure of entanglement in low-energy states of many-body Hamiltonians. This has led, for example, to new interpretations of renormalization- ...
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http://math.ucsd.edu/~nwallach/venice.pdf

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... B[Xα ]† 6= B[Xα ] for all Xα ; (ii) if the representation of some generator is independent of the index ki (i.e., the value of ki is invariant under the action of ρ), then the corresponding a± i do not appear in the boson realization of this generator. For example, the representations ρ[T (1λ)] of T ...
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... A boy in a marching band is smoothly spinning a .75-meter-long baton of uniformly distributed mass about an axis that is perpendicular to the baton and goes through it’s center. It spins at 3*pi rad-per-sec. He lets go of it quickly, without getting in its way or altering its rotation. He then quick ...
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... ECS 5, a model in which it is assumed that no errors occur in the implementation of the Jones representation from the braid group to the modular functor V . This may seem strange given that the major focus of the field of quantum computation has, since 1995, been on fault tolerance. The point is tha ...
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... Definition: A matrix transformation T : Rn → Rm is said to be onto if evey vector in Rm is the image of at least one vector in Rn . Theorem 8.2.2: If T is a matrix transformation, T : Rn −→ Rn , then the following are equivalent (a) T is one-to-one (b) T is onto Example: Is the matrix transformation ...
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... • There is as much reason to suppose that gauge singlet fermions exist as there is to suppose that they do not exist • Hence the huge number of models for neutrino mass(es) constructed in the 1980s ...
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Symmetry in quantum mechanics

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