【摘要】 研究p(t)-Hamilton系统周期边值问题高能量解的存在性.当一类新的p~+-超线性条件成立时，运用临界点理论中的喷泉定理建立解的存在性结果，并举例说明结果的有效性.更多还原

【Abstract】 In this paper, we study the existence of high energy solutions for periodic boundary value problems of p(t)-Hamiltonian systems. Under a new kind of p~+-superlinear condition, we establish some existence results by using the fountain theorem in critical point theory. An example is provided to illustrate our result.更多还原