Blow-up analysis for the periodic two-component \(\mu \)-Hunter-Saxton system
Summary: The two-component \(\mu \)-Hunter-Saxton system is considered in the spatially periodic setting. Firstly, a wave-breaking criterion is derived by employing the localization analysis of the transport equation theory. Secondly, several sufficient conditions of the blow-up solutions are established by using the classic method. The results obtained in this paper are new and different from those in previous works.
scientific article; zbMATH DE number 7019129
scientific article