Semiclassical asymptotic behavior of ground state for the two-component Hartree system

Kong Yuzhen; Zhao Dun; Wang Qingxuan

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Semiclassical asymptotic behavior of ground state for the two-component Hartree system

机译：双组分Hartree系统的地面状态的半经典渐近行为

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摘要

We consider the semiclassical asymptotic behaviors of ground state solution for the following two-component Hartree system:

机译：我们考虑以下双组分Hartree系统的地面状态解决方案的半定性渐近行为：

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来源
《Mathematical Methods in the Applied Sciences》 |2019年第18期|共25页
作者
Kong Yuzhen; Zhao Dun; Wang Qingxuan;
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作者单位

Lanzhou Univ Sch Math &

Stat Lanzhou 730000 Gansu Peoples R China;

Lanzhou Univ Sch Math &

Stat Lanzhou 730000 Gansu Peoples R China;

Zhejiang Normal Univ Dept Math Jinhua 321004 Zhejiang Peoples R China;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
asymptotic behavior; concentration-compactness principle; ground state solution; phase separation; semiclassical Hartree system;

机译：渐近行为;浓度紧凑的原理;地态解决方案;相分离;半半熟Hartree系统;

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专利

1. Semiclassical asymptotic behavior of ground state for the two-component Hartree system [J] . Kong Yuzhen, Zhao Dun, Wang Qingxuan Mathematical Methods in the Applied Sciences . 2019,第18期

机译：双组分Hartree系统的地面状态的半经典渐近行为
2. Ground state solutions for asymptotically periodic Schr??dingera??Poisson systems involving Hartree-type nonlinearities [J] . Lixi Wen, Sitong Chen Boundary value problems . 2018,第1期

机译：具Hartree型非线性的渐近周期Schr ?? dingera ??泊松系统的基态解
3. Semiclassical asymptotics of the spectrum near the lower boundary of spectral clusters for a Hartree-type operator [J] . Pereskokov A. V. Mathematical notes . 2017,第5a6期

机译：Hartree型算子在谱簇下边界附近的谱的半经典渐近性
4. Asymptotic behavior of nonlinear non-autonomous mechanical systems with two-component homogeneous potential forces [C] . Fadeev Sergey S. 2014 International Conference on Computer Technologies in Physical and Engineering Applications . 2014

机译：具有二分量均质势力的非线性非自治机械系统的渐近行为
5. Molecular Dynamic Simulations of Diffusion and Phase Behaviors of Colloidal Particles in Two-Component Liquid Systems. [D] . Gao, Wei. 2017

机译：两组分液体系统中胶体颗粒扩散和相行为的分子动力学模拟。
6. Existence and asymptotic behavior of solutions for nonlinear Schrödinger-Poisson systems with steep potential well [O] . Miao Du, a), Lixin Tian, -1

机译：具有陡势阱的非线性Schrödinger-Poisson系统解的存在性和渐近性
7. ASYMPTOTIC BEHAVIOR TO THE 3-D SCHRÖDINGER/HARTREE POISSON AND WIGNER POISSON SYSTEMS [O] . J. L. L Ópez, J. Soler 1999

机译：3-DSchrödinger/ HartREE Poisson和Wigner Poisson系统的渐近行为

Semiclassical asymptotic behavior of ground state for the two-component Hartree system

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