| 1. | Bivariate multiwavelets bases on a bounded domain
有限区域上的二维多小波基 |
| 2. | Asymptotic attractors of the nonlinear evolution equation in bounded domain
一类非线性发展方程的渐近吸引子 |
| 3. | An integral formula for bounded domain with piecewise smooth boundary in cn
空间中具有逐块光滑边界的有界域上光滑函数的积分表示 |
| 4. | Solvability for certain semilinear elliptic equations in the bounded domain with a hole
有界洞形区域上一类半线性椭圆型方程的可解性 |
| 5. | In this paper , we consider mixed boundary problem of p - laplacian equations in a bounded domain of rn
摘要研究空间中有界区域混合边值问题的正解存在唯一性。 |
| 6. | It is well known that there exists an unique bergman kernel function for each bounded domain in cn
众所周知， c ~ n中的任一有界域都存在唯一的bergman核函数。 |
| 7. | A class of resonance problems on bounded domains for arbitrary eigen - value , involving the critial sobolev exponent
有界域上涉及临界增长含任意特征值的一类共振问题 |
| 8. | Some results on the compactness and supercompactness of graph and their semi - complement graph the refined maximum principlefor nonlinear elliptic equationson general bounded domains
图及其准补图的紧性和超紧性的补充结果 |
| 9. | The former three chapters considers the initial - boundary value problem for the nonlinear wave equation in a bounded domain fi c rn . chapter 2 investigates the problem with a , g and / like ( v2 ) = ( 1 + v2 ) - 1 / 2 , g ( v ) = - | v | pv , p > 0 and f ( v ) = | v | mv , m > 0 , respectively
论文的主要内容分为四章，前三章主要研究定义在有界区域上的非线性波动方程的初边值问题在第二章中( v )形式如( 1 + v ~ 2 ) ~ ( - 1 / 2 ) |
| 10. | In chapter 3 , 1 consider the nonlinear parabolic equation : where a bounded domain with smooth boundary in ; v is outward normal vector on is a positive function satisfying some compatibility conditions focus my attention on the case of m > 1 , to obtain the blow - up conditions of the positive solution using the method of subsolution and supersolution
运用紧致性原理及moser迭代得到了解的整体存在性和解的熄灭性质。第三章讨论了如下形式的非线性抛物方程：其中m ， ， 0 ， r ~ + ，为r ~ n ( n 1 )中的有界域，具有适当光滑的边界( ? ) ； v是( |
