摘要
设 X是一个可分 Banach空间且 X具有 type2 .建立了由实值无穷可分的对称独立散射随机测度所生成的 X-值的随机测度的弱 * 收敛的结果 .
Let Xbe a separable Banach space and Xbe of type2 .We establish some results on the weak* convergence of Banach space- valued random measures generated by real- valued infinitedly divisible symmotric independently scattered random measures.
出处
《上海师范大学学报（自然科学版）》
2000年第3期12-17,共6页
Journal of Shanghai Normal University(Natural Sciences)
基金
国家自然科学基金项目!(1 980 1 0 2 3)
关键词
弱＊收敛
实值无穷可分随机测度
向量随机测度
weak* convergence
symmetric independently scattered random measure
real- valued infinitely divisible random measure
control measure
