In the paper the unbounded foundation is considered by a new high-order transmitting boundary based on the continued-fraction solution of the dynamic-stiffness matrix .

通过一种新的高阶透射边界对 无限地基进行模拟。该透射边界是基于无限域动力刚度矩阵的连分式 解形式。

In the unbounded domains Hankel function is chosen as the basic solution of the scaled boundary finite-element equation .

在 无限域内，选取汉克尔函数作为比例边界有限元方程的基本 解。

Under appropriate hypothesis the existence of two solutions unique solution and unbounded solution to the boundary value problem is established .

在一定条件下证明了该问题存在二解、存在唯一解和 无有 界 解。

In this paper we discuss the existences of fuzzy integral equations on compact and unbounded intervals and the properties of solution sets then those results are used to study some FBVP .

讨论模糊积分方程在紧和 无界区间上的存在性以及 解集的性质，并将这些结果用于研究某些模糊边值问题。

Also check that changing the value of unbounded constraints won 't make any difference to the solution as expected .

还要检查修改 无 边界约束的值不会对 解答造成任何变化，这正是我们期望的。

By using Laplace-transforms it is proved in this paper that a class of linear difference equations with constant coefficient has an eventually unbounded solution if and only if the characteristic equation of the corresponding homogeneous difference equation has positive roots .

本文运用拉普拉斯变换证明了一类常系数线性差分方程有最终 无界正 解当且仅当相应的齐线性差分方程的特征方程有正解。

In this paper we discuss the generalized Dirichlet problem for a class of nonlinear equations on unbounded domain by using probabilistic methods . Under certain conditions we prove that the bounded solution to the Problem exists and is unique .

利用概率方法研究 无穷区域上一类非线性方程的广义Dirichlet问题，在一定条件下，证明其有界 解的存在唯一性。