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Sofia kovalevskaia and the mathematical community

The Mathematical Intelligencer, 1984
This article gives a concise, yet thorough account of the life and work of Kovalevskaya, relating both to the mathematical community of late- nineteenth-century Europe. The author's main point, one frequently missed by writers on Kovalevskaya, is that Kovalevskaya was a full member of this community, not a curious exception tolerated for the novelty of
openaire   +1 more source

Knowledge and the mathematical properties of communication

International Journal of Information Technology and Management, 2003
This paper looks at some of the fundamental mathematical properties of communications. Knowledge is, we know, the property of a group of communicating agents yet little consideration is given to the features of these communications in the context of a group.
openaire   +1 more source

Mathematical communities

The Mathematical Intelligencer, 1997
Vincent Ssembatya, Andrew Vince
  +4 more sources

Using peer assessment to improve middle school mathematical communication

Journal of Educational Research, 2022
Melissa M Patchan   +1 more
exaly  

Communicating Mathematics Across the Web

2001
Introduction. In emaiIs to each other, mathematicians tend to write TEX source code to make their mathematics understood. Apparently, this level of precision can be achieved without too much trouble in letter writing on a keyboard and often suffices for interpretation by the receiver.
openaire   +2 more sources

Activating Mathematical Communication Competency When Using DGE—Is It Possible?

Mathematics Education in the Digital Era, 2023
Cecilie Carlsen Bach   +2 more
exaly  

Mathematical communities

The Mathematical Intelligencer, 1999
openaire   +2 more sources

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