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Dyons of Unit Topological Charges in Gauged Skyrme Model
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作者 WU Zhong-lin LI Dong-ya 《Chinese Quarterly Journal of Mathematics》 2019年第2期152-170,共19页
Dyons are an important family of topological solitons carrying both electric and magnetic charges and the presence of a nontrivial temporal component of the gauge field essential for the existence of electricity often... Dyons are an important family of topological solitons carrying both electric and magnetic charges and the presence of a nontrivial temporal component of the gauge field essential for the existence of electricity often makes the analysis of the underlying nonlinear equations rather challenging since the governing action functional assumes an indefinite form.In this work,developing a constrained variational technique,We establish an existence theorem for the dyon solitons in a Skyrme model coupled with SO(3)-gauge fields,formulated by Brihaye,Kleihaus,and Tchrakian.These solutions carry unit monopole and Skyrme charges. 展开更多
关键词 SKYRME model GAUGE fields DYONS calculus of variations for indefinite action functionals weak convergence
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