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跨学科研究生培养模式研究——以数学学科与相关学科联合培养模式研究为例 被引量:2
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作者 杨银 《教育教学论坛》 2019年第31期156-158,共3页
文章围绕当前我国跨学科研究生培养具体情况,提出了优化研究生培养方案和课程体系、建设跨学科高水平实验室、加强学术交流,营造学术氛围、改进跨学科研究生培养方式、构建交叉学科、制定合理的评价考核方式等相应培养对策。以期为我国... 文章围绕当前我国跨学科研究生培养具体情况,提出了优化研究生培养方案和课程体系、建设跨学科高水平实验室、加强学术交流,营造学术氛围、改进跨学科研究生培养方式、构建交叉学科、制定合理的评价考核方式等相应培养对策。以期为我国高校跨学科研究生硕士培养,提供多维度建议。 展开更多
关键词 数据科学与大数据技术 地方高校 数学相关学科 人才培养模式
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公开课《相关学科中的数学问题》——教学设计及课堂实录
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作者 王晓峰 《中学数学教学》 2003年第3期8-10,共3页
随着多媒体技术在教学中日益广泛的应用 ,各学科的联系也愈加紧密。本文通过现代多媒体技术配合教学的实录 ,采用课件上课的形式展示如何建立数学模型 ,将其它学科中的相关问题转化为数学问题来解决。
关键词 教学设计 公开课 相关学科中的数学问题》 多媒体技术 数学模型 初中 数学教学 教学案例
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The Abbreviated Symbol of Living Forms, Unit and Growth
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作者 Humberto Ortega-Villasenor Genaro Quinones Trujillo 《Fudan Journal of the Humanities and Social Sciences》 2016年第3期465-491,共27页
This essay is written in the form of a mosaic. It intersperses simple language, primary and secondary quotes within text, footnotes and epigraphs from classical thinkers and cutting-edge researchers. It invites reader... This essay is written in the form of a mosaic. It intersperses simple language, primary and secondary quotes within text, footnotes and epigraphs from classical thinkers and cutting-edge researchers. It invites readers, be they casual or experienced, to a certain play of irony and fantasy in their reflection on the main thrust of the argument. The essay is divided into two parts. The first seeks to introduce the readers to some of the main concerns of frontier science and the Philosophy of Science at the beginning of this millennium: the Universe Models proposed by scientists from fields related to Physics and Mathematics in their eagerness to explain more and more discoveries and to lay out a solid new scientific paradigm. We are convinced that the leap between sidelines and insides--when confronting straightforward style with systematic contrast--does not lessen the rigor of research, and serves to lighten the density of the topic by projecting nuances and resonance onto the logos and its concatenation. It may also serve to vivify field and figure, in order to recreate the fertile delight that generally comes from a good reading of deep intertext.In the second part, we attempt to subtly demonstrate a fortunate discovery: the validity and solidity of the laws of Nature, upheld on the basis of their abstract mathematical expression (the Number Phi (φ), the goldennumber or golden section), which despite having faded into oblivion, buried under centuries of disuse in the fields of Aesthetics and Art, has proven to be useful as a critical instrument and a template for concrete solutions that we wish to share. We believe that this Model may serve not only to answer some of the scientific issues that we have referred to, but to redirect the discussion itself, and break the logjam of many frontier forums that place conditions on the application of the Models pro- duced over the last century. Having glimpsed those realms where analysis and common sense come together for addressing one of the most salient issues of our time, we chose to close the essay by offering practical, concrete findings on the topic of Models, which not only specialists in the field may find useful, but also any reader, especially educators, who are charged with sharing these findings with the present and future generations. 展开更多
关键词 Universe models Scientific paradigm Mathematical expression Number Phi
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