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GLOBAL CONSERVATION LAWS AND MASSLESS PARTICLES’ G. S. Guralnlk.t C. R. Hagen.t and T. W. B. Kibble Department of Physics, Imperial College,
Mar 8, 2018 –
Jan 1, 1982 –
transformations. In such systems, there exist local and global conservation laws Consider a Lagrangian of a point particle in a euclidean space. L = L(xi(t), ?xi(t),t). For small Lorentz transformations near the identity we write. ?µ ? = ?µ ? + ?µ ?, There is a conserved current which is the source of a massless particle, the
Quantum-Papers/1964 – G.S. Guralnik; Hagen; Kibble, Global Conservation Laws and Massless Particles.pdf. Find file Copy path. Fetching contributors
Dec 26, 2017 –
P. G. Burke and K. Smith, in Atomic Collision. Processes, edited by M. R. C. McDowell (John Wi- ley @ Sons, Inc. , New York, 1964). They calculate the energy at
Nov 11, 2017 -particle physics, the unified theory of weak and electromagnetic interactions first developed in the and write ? as the vacuum expectation value plus real and imaginary parts: ? = 1. v 1964 Global conservation laws and massless particles.
Oct 15, 2017 –

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