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Solving the strong CP problem via aˉθ-characterized mirror symmetry
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作者 顾佩洪 《Chinese Physics C》 SCIE CAS CSCD 2024年第3期20-24,共5页
In the standard model QCD Lagrangian,a term of CP violating gluon density is theoretically expected to have a physical coefficientθ¯,which is typically on the order of unity.However,the upper bound on the electr... In the standard model QCD Lagrangian,a term of CP violating gluon density is theoretically expected to have a physical coefficientθ¯,which is typically on the order of unity.However,the upper bound on the electric dipole moment of the neutron enforces the value ofθ¯to be extremely small.The significant discrepancy between theoretical expectations and experimental results in this context is widely recognized as the strong CP problem.To solve this puzzle in an appealing context of two Higgs doublets,we propose aθ¯-characterized mirror symmetry between two Higgs singlets with respective discrete symmetries.In our scenario,the parameterθ¯can completely disappear from the full Lagrangian after the standard model fermions take a proper phase rotation as well as the Higgs doublets and singlets.Moreover,all of new physics for solving the strong CP problem can be allowed near the TeV scale. 展开更多
关键词 strong CP problem θ¯-characterized mirror symmetry two Higgs doublets
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THE MAXIMAL NUMBER OF I_π-CHARACTERS OVER NORMAL SUBGROUPS
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作者 周芳 米芳 刘合国 《Acta Mathematica Scientia》 SCIE CSCD 2014年第1期209-214,共6页
Let G be aπ-separable group for a set of primes, let N be a normal subgroup of G, and letθbe an Iπ-character (i.e., irreducibleπ-partial character) of N . We obtain a necessary and sufficient condition for the n... Let G be aπ-separable group for a set of primes, let N be a normal subgroup of G, and letθbe an Iπ-character (i.e., irreducibleπ-partial character) of N . We obtain a necessary and sufficient condition for the number of Iπ-characters of G overθ to take the possible maximum |G:N|π. Some applications are given. 展开更多
关键词 π-separable group π-partial character -character triple -character
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Some Extension Conditions of I_π Characters
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作者 JIANG Zhong-zhang 《Chinese Quarterly Journal of Mathematics》 CSCD 北大核心 2006年第3期381-384,共4页
In 1984, Isaacs proposed the theories of Bπ-character and Iπ-character in π-separated group. This paper gives some new extension conditions of Iπ characters.
关键词 EXTENSION irreducible character -character
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