关于向量随机测度积分的极限定理

Limit Theorems of Integrals with Respect to Vector Random Measures

研究了关于 s.i.s.向量随机测度的积分的收敛性 ,给出了形如∫gnd M和∫gd Mn(gn,g:Banach值可测函数 ;M,Mn:R1值 s.i.s.向量随机测度 )的随机积分的收敛定理 .

Studies the convergence of integrals with respect to s.i.s.vector random measures. Presents convergent theorems of stochastic integrals such as ∫g_ndM and ∫gdM_n where g_n and g are Banach-valued functions and M and M_n are R^1-valued s.i.s.vector random measures.