1) normal solvability
正规能解性
1.
The solvability of such equations in space L2(G) is solyed by means of utilizing the normal solvability of integral operator.
利用积分算子的正规能解性，解决了该类方程在L2（G）中的可解性问题。
2) regular solvablilty
正规可解性
4) Hausdorff regular solvability
Hausdorff正规可解性
5) normal solution
正规解
1.
On normal solutions of a class of the Beltrami equations;
Beltrami方程正规解的一个注记
2.
By use of the iteration method, a normal solution or a classical solution to the problem has beendiscussed according to the founction value or the derived founction value on the supports.
考虑了一类四阶线性双曲型方程以特征线为数据支柱的边值问题，在支柱上给出了函数值或导数值，用迭代法讨论了问题的正规解或古典解。
3.
Based on obtaining a normal solution of the Boltzmann equation for a simple gas,the solutions for a gas-mixture are discussed.
在已得到单纯气体Boltzmann方程的正规解情况下,进一步讨论了混合气体的情况。
6) Regular Solution
正规解
1.
This note gives the representation of regular solution to the Dirichlet problem for Laplace equation on some unbounded domains.
对几个特殊的无界区域,给出了 Laplace 方程 Dirichlet 问题正规解的表达式。
2.
Discusses the existence and uniqueness of regular solution to the Dirichlet problem for Laplace equation,having unbounded boundary value function,on unbounded domain,and gives the solution an interpretation in terms of Brownian motion.
讨论了无界区域上，边界函数无界的Ｌａｐｌａｃｅ方程Ｄｉｒｉｃｈｌｅｔ问题正规解的存在唯一性，给出了其唯一解的概率表达
3.
When the initial density has compact support and the total mass of the gas isn't zero, then the regular solution of the Cauchy problem (CP) of CEE.
当初始密度有紧支集但并不恒为零时,我们通过构造一个加权质量的泛函结合特征线法来证明带阻尼项的欧拉方程组的正规解一定在有限时间内爆破,这种正规解是可压缩欧拉方程组在真空区域内速度满足一个带阻尼项的运输方程(就是关于动量的方程两边同时除以密度所得到的方程)的经典解。
补充资料：能解
1.犹能耐﹐才能。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条