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广义神经传播型非线性拟双曲方程(组)的初值问题与半无界域上的初边值问题
Initial Value Problem and Initial-Boundary Value Problem in Semi-Bounded Domain for Nonlinear Equations of Generalized Nerve Conduction
【摘要】 本文讨论广义神经传播型非线性拟双曲方程(组)的初值问题与半无界域上的初边值问题,给出了在有界域内允许非线性项系数有奇性而又适用于无界域的较为广泛的增长条件.
【Abstract】 Initial value problem and initial-boundary value problem in semi-bounded domain for nonlinear pseudohyperbolic equations (systems) of generalized nerve conduction have been discussed.General growth conditinos have been determined,under which coefficients of nonlinear terms have singularity in bounded domain, and the conditions are compatible with unbounded domain.
【关键词】 初值问题;
非线性;
双曲型方程/半无界域;
广义神经传导;
【Key words】 initial value problem; non-linear; hyperbolic equation/semibounded domain; generalized nerve conduction;
【Key words】 initial value problem; non-linear; hyperbolic equation/semibounded domain; generalized nerve conduction;
- 【文献出处】 哈尔滨船舶工程学院学报 , 编辑部邮箱 ,1987年03期
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