一个减算子不动点定理及其对非线性Volterra型积分方程的应用

利用锥理论,在不需要上下解的条件下,获得一个新的减算子不动点定理,推广了最近文献的结果;并给出Banach空间中非线性Volterra型积分方程解的唯一性.     

I半π正则环

Let R be a ring and I an ideal of R.A ring R is called I-semi-π-regular if R/I isπ-regular and idempotents of R can be strongly lifted modulo I.Charac- terizations of I-semi-π-regular rings are given and relations between semi-π-regular rings and semiregular rings are explored.     

I-semi-π-regular Rings

Let R be a ring and I an ideal of R. A ring R is called I-semi-π--regular if R/I is π-regular and idempotents of R can be strongly lifted modulo I. Characterizations of I-semi-π-regular rings are given and relations between semi-π-regular rings and semiregular rings are explored.     

超亲水超疏油油水分离膜的制备及其性能

超亲水-超疏油油水分离膜是一种过水隔油的特殊分离膜,在处理海洋溢油污染、环境含油废水时具有保持分离膜不被油污染的优势,有十分重要的实际意义。为了掌握近年来超亲水超疏油分离膜的发展动态,本文首先以液体静压力与毛细作用力为基础阐述亲水疏油膜的油水分离机理;然后分类概括超亲水-超疏油金属基底网膜、刺激响应油水分离膜、无基底聚合物膜材料的制备及各项性能的研究新进展;最后总结目前在该领域仍存在的问题并进行展望。