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Boundaries and roles: Positioning and social location in the Virtual Math Teams (VMT) online community

机译:边界和角色:虚拟数学团队(VMT)在线社区中的位置和社交位置

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As research in Computer-Supported Collaborative Learning (CSCL) expands its understanding of joint knowledge building, new perspectives on how social reality is constructed become necessary. Our research concentrates on the longitudinal or diachronic trajectories of Virtual Math Teams (VMT) at The Math Forum, an online community supporting mathematical inquiry. We investigate how these virtual teams constitute themselves while engaged in building collaborative knowledge. We describe as well, through the lens of positioning theory, the interactional activities that allow participants to situate themselves, others, and their collective knowledge resources over time. Our analysis suggests that positioning work is central to constructing a sustained problem space and illustrates how the configurations of positions and resources that co-participants put forward through interaction might change across a team's trajectory. These changes constitute and are sensitive to the participants' evolving reasoning routines and other forms of joint participation uniquely related knowledge building. In addition, we show that the VMT activity system affords participants a level of disciplinary engagement which is partly illustrated by active engagement in positioning work. Finally, we suggest that an interactional approach to roles and participation provides a fruitful framework for researchers, designers, and practitioners interested in understanding and creating engaging CSCL interactions.
机译:随着计算机支持的协作学习(CSCL)的研究扩展了其对联合知识构建的理解,关于如何构建社会现实的新观点变得必要。我们的研究集中在The Math Forum(一个支持数学查询的在线社区)上的虚拟数学团队(VMT)的纵向或历时轨迹。我们研究了这些虚拟团队在构建协作知识时如何构成自己。我们还通过定位理论的角度描述了交互活动,这些交互活动使参与者可以随时间推移来定位自己,他人和他们的集体知识资源。我们的分析表明,定位工作对于构建持续的问题空间至关重要,并说明了共同参与者通过互动提出的职位和资源配置如何在团队的整个轨迹上发生变化。这些变化构成并敏感于参与者不断发展的推理程序和其他形式的联合参与独特相关的知识构建。此外,我们表明,VMT活动系统为参与者提供了一定程度的纪律参与,这在定位工作中表现为积极参与。最后,我们建议角色和参与的交互方法为有兴趣了解和创建有吸引力的CSCL交互作用的研究人员,设计师和从业人员提供了一个富有成果的框架。

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