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... components. A connected Lorentzian manifold (M, g) is called time-orientable if Jg is disconnected; in this case, Jg has exactly two connected components (a fact that can be seen easily by general connectedness arguments using lifts of curves into open fibers). A time-orientation is a choice of one ...
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Symmetry In The Dissociative Recombination Of Polyatomic Ions

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... In this chapter we will motivate the study of transport coefficients in hadronic matter, their relevance in relativistic heavy-ion collisions and its importance within theoretical and experimental high energy physics. Afterwards, we will define the fundamental properties and variables that character ...
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... weak coupling. Here it is important to note that the very same problem appears as well for nonperturbative approximation schemes such as standard 1/N expansions, where N denotes the number of field components.2 Typically, secularity is a not a very difficult problem and for a given approximation the ...
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... The total linear momentum involved in a collision is important because, under certain conditions, it has the same value both before and after the collision. In other words, it is a conserved quantity. Interestingly, when appropriately interpreted, the principle of conservation of linear momentum ext ...
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The physics behind chemistry, and the Periodic Table
The physics behind chemistry, and the Periodic Table

... We conclude that these calculations may be a patchwork, but a patchwork that works. Concerning the convergence, the high-Z approach in Table 3 or Table 4 treats the one-electron relativity to all orders, and can treat the virtual-photon exchange (the Feynman diagrams) to an arbitrary order. For the ...
Decoherence and open quantum systems
Decoherence and open quantum systems

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Dirac equation

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