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Effective field theory for Fermi systems in a large N expansion

机译:大氮膨胀下费米系统的有效场论

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A system of fermions with short-range interactions at finite density is studied using the framework of effective field theory. The effective action formalism for fermions with auxiliary fields leads to a loop expansion in which particle-hole bubbles are resumed to all orders. For spin-independent interactions, the loop expansion is equivalent to a systematic expansion in I IN, where N is the spin-isospin degeneracy g. Numerical results at next-to-leading order are presented and the connection to the Bose limit of this system is elucidated. (C) 2002 Elsevier Science (USA). [References: 43]
机译:利用有效场论的框架研究了一个在有​​限密度下具有短程相互作用的费米子系统。具有辅助场的费米子的有效动作形式主义导致环路扩展,其中粒子孔气泡恢复到所有阶次。对于独立于自旋的相互作用,环的扩展等同于I IN的系统扩展,其中N是自旋-同位旋的简并性g。给出了倒数第二的数值结果,并阐明了与该系统的Bose极限的关系。 (C)2002 Elsevier Science(美国)。 [参考:43]

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