多维贫困视角下低收入家庭的分群分级服务体系构建——以南京市J区低收入家庭调查为例的研究

随着我国进入相对贫困治理阶段,如何认识和解决城市低收入家庭的贫困问题成为政策研究的核心议题。基于多维贫困理论视角,以南京市J区低收入家庭为例,分析了低收入家庭的贫困维度和服务需求。研究发现,低收入家庭面临较为严重的多维贫困,不同群体类型的低收入家庭服务需求存在较大差异;有儿童、有老年人、有残疾人、有重大疾病患者和有劳动能力但失业等五类低收入家庭的救助服务需求各不相同。在此基础上提出以多维需求为导向,建立分群分级服务体系;以能力发展为目标,健全分群分级救助服务项目;以政府为主导,社会力量为依托,构建分群分级的救助服务共同体。

From projective representations to quasi-quantum groups

This is a contribution to the project of quiver approaches to quasi-quantum groups.We classify Majid bimodules over groups with 3-cocycles by virtue of projective representations.This leads to a theoretic classification of graded pointed Majid algebras over path coalgebras,or equivalently cofree pointed coalgebras,and helps to provide a projective representation-theoretic description of the gauge equivalence of graded pointed Majid algebras.We apply this machinery to construct some concrete examples and obtain a classification of finite-dimensional graded pointed Majid algebras with the set of group-likes equal to the cyclic group of order 2.