EFFECTIVE POTENTIAL, RENORMALIZATION, AND NONTRIVIAL ULTRAVIOLET FIXED-POINT IN D-DIMENSIONAL 4-FERMION THEORIES (2-LESS-THAN-D-LESS-THAN-4) TO ORDER 1/N IN 1/N EXPANSION
HE, HJ; KUANG, YP; WANG, Q; YI, YP; HE, HJ , CHINA CTR ADV SCI & TECHNOL,WORLD LAB,POB 8730,BEIJING 100080,PEOPLES R CHINA.
刊名PHYSICAL REVIEW D
1992
卷号45期号:12页码:4610-4620
关键词Dynamical Symmetry-breaking Local Composite-operators Chiral-symmetry Goldstone Bosons 2+1 Dimensions Field-theories 4 Dimensions Model Condensate Breakdown
ISSN号0556-2821
英文摘要A systematic calculation of the effective potential, renormalization, the nontrivial ultraviolet fixed point, and dynamical symmetry breaking in four-fermion theories in space-time dimension 2 < D < 4 is presented up to next-to-the-leading order in the 1/N expansion. It is shown that the order-1/N correction definitely increases the anomalous dimension of the composite operator psi-psi-BAR at the fixed point. Some general conclusions on the relation between nontrivial fixed points and the phase transitions in dynamical symmetry breaking are also given.
学科主题Physics
URL标识查看原文
公开日期2012-08-29
内容类型期刊论文
源URL[http://ir.itp.ac.cn/handle/311006/12156]  
专题理论物理研究所_理论物理所1978-2010年知识产出
通讯作者HE, HJ , CHINA CTR ADV SCI & TECHNOL,WORLD LAB,POB 8730,BEIJING 100080,PEOPLES R CHINA.
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HE, HJ,KUANG, YP,WANG, Q,et al. EFFECTIVE POTENTIAL, RENORMALIZATION, AND NONTRIVIAL ULTRAVIOLET FIXED-POINT IN D-DIMENSIONAL 4-FERMION THEORIES (2-LESS-THAN-D-LESS-THAN-4) TO ORDER 1/N IN 1/N EXPANSION[J]. PHYSICAL REVIEW D,1992,45(12):4610-4620.
APA HE, HJ,KUANG, YP,WANG, Q,YI, YP,&HE, HJ , CHINA CTR ADV SCI & TECHNOL,WORLD LAB,POB 8730,BEIJING 100080,PEOPLES R CHINA..(1992).EFFECTIVE POTENTIAL, RENORMALIZATION, AND NONTRIVIAL ULTRAVIOLET FIXED-POINT IN D-DIMENSIONAL 4-FERMION THEORIES (2-LESS-THAN-D-LESS-THAN-4) TO ORDER 1/N IN 1/N EXPANSION.PHYSICAL REVIEW D,45(12),4610-4620.
MLA HE, HJ,et al."EFFECTIVE POTENTIAL, RENORMALIZATION, AND NONTRIVIAL ULTRAVIOLET FIXED-POINT IN D-DIMENSIONAL 4-FERMION THEORIES (2-LESS-THAN-D-LESS-THAN-4) TO ORDER 1/N IN 1/N EXPANSION".PHYSICAL REVIEW D 45.12(1992):4610-4620.
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