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1)  Generalized local fine point
广义局部精细点
2)  local fine point
局部精细点
1.
Using of the generalized inverse theory and the definition of local fine point to extend this theorem,given the rank theorem for Fredholm map between Ck-Banach manifolds.
Ma J P给出了Banach空间中Fredholm映射的秩定理,运用广义逆理论和局部精细点来对上述结果进行推广,给出了Ck-Banach流形之间Fredholm映射的秩定理。
2.
It has been studied that the local linearization of the unlinear mapping between Banach spaces by using of the generalized inverse theory and the definition of local fine point.
运用广义逆理论和局部精细点已得出Banach空间中非线性映射的局部线性化定理,将此结果进行推广,考虑全局分析中,即Ck?Banach流形之间非线性有限秩算子的局部线性化问题。
3)  generalized single point precise integration
广义单点精细积分法
4)  local generalized solution
局部广义解
1.
This paper gives the sufficient conditions for the blow-up of the solution of the Cauchy problem for a nonlinear hyperbolic equation in finite time and proves the existence and uniqueness of the local generalized solution.
给出一类非线性双曲型方程初值问题解爆破的充分条件,并且证明问题局部广义解的存在性和唯一性。
5)  extended localization
广义局部化
1.
In this paper, the localization of non-commutative monoids is generahzed as the so-called extended localization of semigroups, it:existence and uniqueness is proved,and two conclusions on the extended localization of semigroups are given.
将非交换幺半群的局部化推广为所谓半群的广义局部化,证明了它的存在唯一性,给出了关于半群的广义局部化的两个结论。
6)  local generalized force
局部广义力
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