具有调和势和耗散非线性项的薛定谔方程局部解
구유조화세화모산비선성항적설정악방정국부해
Local Existence for Schrodinger Equations with the Harmonic Potential and Damped Nonlinearity
  • 万方数据
    襄樊学院学报 양번학원학보
    JOURNAL OF XIANGFAN UNIVERSITY
    2011年 8期 5-8 ,共4页

    丁凌%周良金

    정릉%주량금

    调和势%薛定谔方程%耗散非线性项%局部解 調和勢%薛定諤方程%耗散非線性項%跼部解
    조화세%설정악방정%모산비선성항%국부해
    Harmonic potential%Schrodinger equations%Damped nonlinearity%Local solutions
    利用调和分析方法讨论具有调和势和耗散非线性项的薛定谔方程柯西问题局部解的存在性，并发现局部解与耗散项系数的大小有关．
    이용조화분석방법토론구유조화세화모산비선성항적설정악방정가서문제국부해적존재성，병발현국부해여모산항계수적대소유관．
    Existence of local solutions for. Schrodinger equations with the harmonic potential and damped nonlinearity is obtained which depend on the size of the damping coefficient by the harmonic analysis method.
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