1) non Lipschitz condition
非李氏条件
2) Lipschitz condition
李氏条件
1.
An existence and uniqueness result for solutions of BSDE with jumps in Hilbert spaces with Lipschitz condition(for x ) and unbounded (for t ) coefficients is proved.
在Hilbert空间中 ,得到了关于柱体布朗运动与Poisson鞅测度之It^o公式 ,及带跳倒向随机微分方程在关于x满足李氏条件及关于t可以无界情形下解的存在惟一性 。
3) non-Lipschitzian condition
非李普希茨条件
1.
In this paper, we derive the existence and the uniqueness theorem for the mild solution of nonlinear stochastic differential equations dX=[AX+f(X)]dt+[BX+g(X)]dW in infinite dimensions under non-Lipschitzian condition by investigating the convergence of the successive approximation.
通过构造收敛的逼近列的方法给出了非李普希茨条件下无穷维随机微分方程dX=[AX+f(X)]dt+[BX+g(X)]dW的适度解的存在唯一性定理。
4) Lisenlin's condition
李森林条件
5) non-Lipschitz condition
非Lipschitz条件
1.
The comparison theorem of bachward stochastic differential equations under non-Lipschitz condition;
非Lipschitz条件下倒向随机微分方程的比较定理
2.
In this paper,using a Picard type method of approximation,we research the existence and uniqueness of solutions of stochastic partial differential equations whose coefficients satisfy non-Lipschitz condition and are non-time-homogeneous,generalizing Denis and Stoica s results in [1].
在系数满足非时齐非Lipschitz条件下,利用Picard型逼近法研究了随机偏微分方程解的存在性和唯一性,把Denis和Stoica文章(2004)中相应结论推广到更一般情形,并给出两个具体的例子。
6) negated condition
"非"条件
补充资料：非李非桃
1.喻不是兄弟姐妹关系。
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