【摘要】 在海森堡群H~N上研究带位势项(μP(ξ)-a)u的临界Choquard方程基态解的存在性，其中μ,a∈?~+,P(ξ)是非负位势函数.利用Nehari流形方法证明当μ充分大时，方程存在基态解，同时考虑当μ→∞时方程解序列的收敛性.更多还原

【Abstract】 This paper is mainly devoted to the critical Choquard equation on the Heisenberg group H~N with potential(μP(ξ)-a)u. Where μ,a∈?~+, P(ξ) is the nonnegative potential function. We use the method of Nehari mainfold to prove the existence of ground state solutions for μ large enough. Moreover, we consider the convergence of the solution sequence of the equation when μ→∞.更多还原