湖北文理学院学报
湖北文理學院學報
호북문이학원학보
Journal of Hubei University of Arts and Science
2014年
11期
5-7,36
,共4页
薛定谔-泊松系统%临界增长非线性%Poho?zaev理论%非平凡解
薛定諤-泊鬆繫統%臨界增長非線性%Poho?zaev理論%非平凡解
설정악-박송계통%림계증장비선성%Poho?zaev이론%비평범해
Schro??digner-Poisson systems%Critically growing nonlinearity%Pohoz?zaev theory%Nontrivial solution
采用Poho?zaev理论和反证法给出一类推广的临界增长非线性薛定谔-泊松系统非平凡解不存在的充分条件。
採用Poho?zaev理論和反證法給齣一類推廣的臨界增長非線性薛定諤-泊鬆繫統非平凡解不存在的充分條件。
채용Poho?zaev이론화반증법급출일유추엄적림계증장비선성설정악-박송계통비평범해불존재적충분조건。
Sufficient conditions to nonexistence results of nontrivial solutions for a class of generalized Schro&&digner- Poisson systems with the critically growing nonlinearity are obtained by Pohoz(zaev theory and reduction to absurdity.
