نبذة مختصرة : We construct two possible candidates for non-relativistic bms(4) algebra in four space-time dimensions by contracting the original relativistic bms(4) algebra. bms(4) algebra is infinite-dimensional and it contains the generators of the Poincare algebra, together with the so-called super-translations. Similarly, the proposed nrbms(4) algebras can be regarded as two infinite-dimensional extensions of the Bargmann algebra. We also study a canonical realization of one of these algebras in terms of the Fourier modes of a free Schrodinger field, mimicking the canonical realization of relativistic bms(4) algebra using a free Klein-Gordon field. ; Postprint (author's final draft)
Relation: http://iopscience.iop.org/article/10.1088/1361-6382/aa8388/meta;jsessionid=7D7B75D7AC65C80A40E3990B98F03011.ip-10-40-2-120; Batlle, C., Delmastro, D., Gomis, J. Non-relativistic Bondi-Metzner-Sachs algebra. "Classical and quantum gravity", 21 Setembre 2017, vol. 34, núm. 18.; http://hdl.handle.net/2117/108665
No Comments.