%0 Journal Article
%T 多主体权责分配与大学科研评价的科学性<br>Allocation for Uncertain Rights of Multiagent and Scientific Assessment for University Research
%A 赵晓冬
%J 重庆大学学报社会科学版
%D 2015
%R 10.11835/j.issn.1008-5831.2015.02.013
%X 针对权责界限不确定的多主体共享事物权责分配的科学性问题进行研究,提出多主体共享权责分配方式的封闭性、序列性、均称性和关联性等概念,将同时具备一致封闭性、一致序列性、一致均称性和一致关联性作为完备型权责分配方式的条件,并以完备性作为权责界限不确定的多主体权责分配的科学性的标准。通过一系列数学论证,给出完备型权责分配方式的基本性质,得出由黄金分割法诱导出来的多主体共享事物权责的“黄金分配法”的完备性,既得到了一般多主体共享权责问题的完备型分配方式的存在性结论,也证明了武书连在《2010中国大学评价》中关于大学科研获奖成果评价计分方法的科学性。<br>In this article we study the scientificity of the rights and liabilities allocation of objects shared by multiagent with uncertain boundary and bring forward the notions of closure, sequentiality, average-symmetry and relevance of allocation form of rights and liabilities shared by multiagent. We set the conditions of complete type allocation form of rights and liabilities as possessing accordant closure, accordant sequentiality, accordant average-symmetry and accordant relevance, in development, we set the sigmacompleteness as the indicate of the scientificity of the rights and liabilities allocation of objects shared by multiagent with uncertain boundary. Through a series of mathematical argument, we bring forward the basic character of complete type allocation form of rights and liabilities and prove the “golden allocation” derivated by golden section method to be complete, by which we not only get the conclusion that there is existing the complete type allocation form of rights and liabilities of objects shared by usual multiagent, but also prove the evaluation and scoring method for scientific achievements used in Chinese University Arrangement to be scientific by Wu Shulian.
%K 共享事物
%K 权责分配
%K 完备型分配方式
%K 大学评价
%K 黄金分配法&lt
%K br&gt
%K shared objects
%K allocation of rights and liabilities
%K complete type of allocation form
%K university evaluation
%K golden allocation
%U http://qks.cqu.edu.cn/cqdxskcn/ch/reader/view_abstract.aspx?file_no=201502014&flag=1