关于“高质量发展”的经济学研究

目的/意义随着新一轮科技革命和产业变革的深入推进,数字经济逐渐成为推动中国经济社会发展的新动能、新引擎。深入归纳与总结数字经济影响经济高质量发展的研究有利于推动更多学者关注中国情境下相关问题,为引导经济高质量发展、充分发挥数字经济带动作用提供理论基础。设计/方法通过对数字经济影响经济高质量发展的有关研究进行梳理与总结,从不同视角对现有研究进行归纳分析,提出当前研究的不足与未来的研究方向。结论/发现当前学术界对数字经济影响经济高质量发展的研究多集中于经济增长效率与综合评价层面,有关数字经济对经济高质量发展的作用机理研究并未形成系统性、理论性框架,需要在未来进一步扩展数字经济理论、完善分析框架、结合中国情境形成中国特色理论。     

一类下Hessenberg(0,1)-矩阵行列式的上界

文章讨论最多包含n-1个零元，且没有零元的行单独出现，有零元的列不会单独出现的n阶下Hesserlberg(0，1)-矩阵，并给出了该类矩阵行列式的上界．     

单科性高职院校矩阵型教学管理组织体制构建与实践

根据单科性高职院校的学科单一这一突出特点,针对高职院校传统组织体制的弊端,在借鉴矩阵型组织体制的基础上,构建了一种新型的适合单科型高职院校自身特点和发展需求的组织体制,并以笔者所在学院为例,介绍了这一组织体制的运行机制和运行效果。     

‘The whole is always smaller than its parts’ – a digital test of Gabriel Tardes' monads

In this paper we argue that the new availability of digital data sets allows one to revisit Gabriel Tarde's (1843–1904) social theory that entirely dispensed with using notions such as individual or society. Our argument is that when it was impossible, cumbersome or simply slow to assemble and to navigate through the masses of information on particular items, it made sense to treat data about social connections by defining two levels: one for the element, the other for the aggregates. But once we have the experience of following individuals through their connections (which is often the case with profiles) it might be more rewarding to begin navigating datasets without making the distinction between the level of individual component and that of aggregated structure. It becomes possible to give some credibility to Tarde's strange notion of ‘monads’. We claim that it is just this sort of navigational practice that is now made possible by digitally available databases and that such a practice could modify social theory if we could visualize this new type of exploration in a coherent way.     

An exploratory analysis of community-based disability workers’ potential to alleviate poverty and promote social inclusion of people with disabilities in three Southern African countries

This article draws on accounts by community-based disability workers (CDWs) of their life and work experiences in resource-limited rural communities in Botswana, Malawi and South Africa. Using the World Health Organisation’s community-based rehabilitation (CBR) matrix and the United Nations’ Millennium Development Goals as analytic frameworks, the article explores CDWs’ potential to contribute to improving the lives and increasing the levels of social, economic and political inclusion of people with disabilities, their families and communities. The article argues that CDWs’ knowledge, experience and understanding of disability in resource-limited communities may constitute an important local resource for helping to address the inter-related effects of poverty and disability in developing countries.     

Advocacy Communication and Social Identity: An Exploration of Social Media Outreach

Increasingly, advocacy organizations employ social networking sites as inexpensive and often effective ways to disseminate outreach messages. For groups working to reach lesbian, gay, bisexual, transgender, and queer (LGBTQ) youth, social media provide key platforms for connecting with target audiences. Although these young people increasingly utilize social media, little is known about how digital advocacy campaigns influence their sexual identity formation. This article applies concepts of social identity to examine how LGBTQ youth understand advocacy campaigns, how they perceive LGBTQ as a social category presented in campaigns, and what values they assign to LGBTQ group membership.     

投入产出系统计算方法的探讨

投入产出系统计算工作量主要集中在计算完全需要系数矩阵(I-A)~(-1)。本文给出两种计算(I-A)~(-1)的方法。这两种方法都只用到矩阵乘法,原理简单,易于掌握,便于推广。     

西部地区信息产业发展研究

西部地区在当前的新时期、新形势下,如何走新型工业化道路,赶上全国和发达省区的水平,除分析和研究国内外信息化发展的态势和特点,充分利用国内外两种资源,开拓国内市场和国际市场外,应着重发展信息产业,加快信息基础网络建设,适应信息化产业发展的需要,实施人才工厂,缩小"数字鸿沟",这是经济发展的必然选择.     

迭代阵特征值模界的估计

线性方程组Ａｘ＝ｂ的数值求解是许多数值问题的核心，其迭代法的收敛性分析是众多计算数学学者的研究焦点。本文一般性地抽象出矩阵分裂迭代阵，用简单的方法给出迭代阵特征值模的界的估计，将给许多问题的讨论带来方便，且应用起来直接明了。