摘要
运用2种方法研究一类时滞能源价格方程在平衡点处的振动性,运用反证法,利用时滞微分不等式与解的关系等方法,建立能源价格方程解的振动准则,通过判定特征方程有无实根,得出方程解振动的2个充分条件.
The oscillation of time-delay energy price equation at equilibrium point is researched by two methods. One is proofed by contradiction which uses the measures of time-delay differential relationship between inequality and solutions,and establishes the equations guidelines of energy prices. The other one is to determine whether there exist real roots of the characteristic equation to derive equations with two sufficient conditions.
出处
《四川师范大学学报（自然科学版）》
CAS
北大核心
2016年第1期65-70,共6页
Journal of Sichuan Normal University（Natural Science）
基金
新疆自治区高校科研计划基金(XJUEDU2013S44)
关键词
时滞能源价格方程
振动性
反证法
特征方程
time-delay differential equations
oscillation
contradiction
characteristic equation
