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公务员分类分等绩效考核指标群组分析研究
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作者 丰俊功 《行政与法》 2012年第1期11-14,共4页
公务员分类分等绩效考核指标体系在构建愿景、层级维度、权重设计等方面正在不断完善,指标设计价值理念注重针对性和实用性,内容设计注重可量度性,结构设计注重统一性和特色性。指标设计存在的困境在于指标的重复性增加和量化过度,而且... 公务员分类分等绩效考核指标体系在构建愿景、层级维度、权重设计等方面正在不断完善,指标设计价值理念注重针对性和实用性,内容设计注重可量度性,结构设计注重统一性和特色性。指标设计存在的困境在于指标的重复性增加和量化过度,而且影响指标的效力因素也使指标的效度和信度降低。公务员绩效考核指标群组分析是指根据不同的指标标准,将具体的指标分为不同的类型,使其形成指标聚类,并在此基础之上展开细化分析的方法。这种方法可以对指标的均衡选取、权重分配、层次和聚类、效度和信度以及关联度分析提供有益指导。 展开更多
关键词 公务员 分类分等 绩效考核 指标群组
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基层公务员分类分等绩效考核 被引量:4
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作者 丰俊功 《行政论坛》 北大核心 2009年第1期41-43,共3页
基层公务员分类分等绩效考核指标确定的依据主要是借鉴国外先进的绩效考核经验、国家相关的规定和要求、具体部门工作性质和岗位的职位要求等。其体系的构建是遵循三级指标体系的方式。具体流程是:构建通用型指标框架,确定考核对象、考... 基层公务员分类分等绩效考核指标确定的依据主要是借鉴国外先进的绩效考核经验、国家相关的规定和要求、具体部门工作性质和岗位的职位要求等。其体系的构建是遵循三级指标体系的方式。具体流程是:构建通用型指标框架,确定考核对象、考核指标集和指标权重集。指标体系设计过程中应注意的问题有:具体指标的效能考核间距问题、量表统一与特色差异的问题和具体指标之间的无缝隙原则。基层公务员分类分等绩效考核关键是在政府公共管理的实践中的运用,可以增强分类分等绩效考核的信息化,增强量化绩效考核的精确性和适用性、以及绩效考核结果的绩效导向。 展开更多
关键词 基层公务员 分类分等 绩效考核
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公务员绩效考核发展思路与改革评析 被引量:2
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作者 丰俊功 《人民论坛(中旬刊)》 2014年第7期63-65,共3页
在公务员绩效考核实践深入发展的同时,绩效考核出现的一些问题也逐步显现,既包括思想意识层面的问题,也包括制度设计和外部环境的问题。文章指出,公务员绩效考核既要关注过程性考核,也要关注结果性考核,强化考核的激励和约束机制的制度... 在公务员绩效考核实践深入发展的同时,绩效考核出现的一些问题也逐步显现,既包括思想意识层面的问题,也包括制度设计和外部环境的问题。文章指出,公务员绩效考核既要关注过程性考核,也要关注结果性考核,强化考核的激励和约束机制的制度刚性,考核标准的制定注重上下级的交流沟通和依据职业规范的科学性设计,最终通过程序性制度设计和结构性设计提升考核规范性。 展开更多
关键词 公务员 绩效考核 分类分等
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The Relation on the Coefficients and Roots of Adjoint Polynomial and Its Application
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作者 冶成福 王波 刘儒英 《Chinese Quarterly Journal of Mathematics》 CSCD 2009年第3期317-324,共8页
The parameter R(G) is the function about the front three coeffcients of the adjoint polynomial of graph G. In the paper, the range of R(G) is given when β(G) 〈 β(Dn), where β(G) is the minimum root of th... The parameter R(G) is the function about the front three coeffcients of the adjoint polynomial of graph G. In the paper, the range of R(G) is given when β(G) 〈 β(Dn), where β(G) is the minimum root of the adjoint polynomial of graph G and the chromatically equivalent classification of tDn is completely depicted.Furthermore, a sufficient and necessary condition for the class of graphs to be chromatically unique is obtained. 展开更多
关键词 chromatically equivalent adjoint polynomial the least root
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New Double Integrals Weighted Cebysev Type Inequalities
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作者 A. Guezane-Lakoud F. Aissaoui 《Journal of Mathematics and System Science》 2012年第5期286-291,共6页
In the last years, the theory of integral inequalities are playing a very significant role in all fields of mathematics, many monographs have been devoted to this subject and present a very active and attractive field... In the last years, the theory of integral inequalities are playing a very significant role in all fields of mathematics, many monographs have been devoted to this subject and present a very active and attractive field of research, the applications of integral inequalities have known a great development in many branches of mathematics in statistics, differential equations and numerical integration, The aim of this paper is to establish new extension of the weighted montgomery identity for double integrals then used it to establish new t^eby^evtype inequalities. 展开更多
关键词 Cebysev type inequalities montgomery identity weighted peanokemel double integrals Cebysevinequalities weightedtCebysev inequalities ostrowski inequality.
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From projective representations to quasi-quantum groups
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作者 HUANG HuaLin 《Science China Mathematics》 SCIE 2012年第10期2067-2080,共14页
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 classificati... 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. 展开更多
关键词 Majid algebra projective representation Hopf quiver
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