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Titlebook: Mathematical Cultures; The London Meetings Brendan Larvor Conference proceedings 2016 Springer International Publishing Switzerland 2016 c

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楼主: 司法权
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The Notion of Fit as a Mathematical Valuehether fit is a value, arguing that like justice and beauty, fit describes meaningful relationships and coherence, which make it a candidate for something to be valued not only in our mathematics classrooms, but also in the world at large.
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Mathematics as a Social Differentiating Factor: Men of Letters, Politicians and Engineers in Brazil tical developments were aimed at satisfying engineering demands. The idea of a pure mathematics to identity a group separated from engineers, as in modern mathematics, occurred possibly in 1930s after the foundation of the first courses of mathematics in Brazil.
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Purity as a Value in the German-Speaking Areaent meanings and implications of purity as a value: the rise of purism around 1800–1850; the search for balance and unity [.] in Klein’s Göttingen, 1890–1914; the extremist modernism of the 1920s and 30s and some of its versions of purity.
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Understanding the Cultural Construction of School Mathematics of the textbooks that teachers may or may not be compelled to use, the ways teachers teach, the classroom interactions privileged by the system or the beliefs, attitudes and aspirations of teachers, students and parents. To do this, however, I will describe the nature of culture and its educational
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Envisioning Transformations—The Practice of Topologybeen recently more and more concerned with the practice of mathematics, there is still a need for a sharp definition of what the target of a philosophy of mathematical practice should be. Three possible objects of inquiry are put forward: (1) the collective dimension of the practice of mathematics;
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Creative Discomfort: The Culture of the Gelfand Seminar at Moscow Universityhematics community. It evokes a mixture of admiration and revulsion. Did the style of the seminar merely reflect the eccentric personality of its leader, or did it indicate some broader cultural patterns? Did the seminar thrive despite its offensive style, or was the style part of the enigma? How do
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Mathematical Culture and Mathematics Education in Hungary in the XXth Centuryn the circumstances of the formation of high quality Hungarian mathematics in the late 19th- early 20th century, touching on the socio-economic and cultural context as well as the educational reforms of the period. In a second part, I focus on a specific group of first-rate Hungarian mathematicians
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