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架构中俄数学交流的文化桥梁——评徐传胜著《圣彼得堡数学学派研究》

The Cultural Bridge of Mathematical Communication between China and Russia— "The Study of St. Petersburg Mathematical School" by Xu Chuansheng
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摘要 徐传胜所著《圣彼得堡数学学派研究》,是中国第一部全面讨论数学学派的研究专著。该书以圣彼得堡数学学派为切入点,对数学学派的形成、发展和壮大给予了较为全面的分析和阐述,同时注重学科间的交叉和融合,注重提炼数学思想的教育价值。该书是我国数学学派研究的一部佳作。 Xu Chuansheng's study of St.Petersburg mathematics school is the first comprehensive study of mathematics school in China.The book to St.Petersburg mathematical school as the breakthrough point,formation,development and expansion of the school of mathematics gave a more comprehensive analysis and elaboration,at the same time pay attention to the cross and fusion between disciplines,pay attention to the education of refining mathematical thought value.This book is a good work of mathematics school of our country.
作者 张红星 ZHANG Hong-xing(School of Mathematics and Statistics,Linyi University,Linyi,Shandong 276000,China)
出处 《教育教学论坛》 2018年第16期82-83,共2页 Education And Teaching Forum
基金 山东省教育科学规划项目"地方本科高校数学与应用数学专业创新创业型人才培养之研究"(ZBS15005)
关键词 《圣彼得堡数学学派研究》 概率论发展史 概率论 徐传胜 "St.Petersburg school of mathematics" The history of probability theory Probability theory Xu Chuansheng
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  • 1曲安京.中国数学史研究范式的转换[J].中国科技史杂志,2005,26(1):50-58. 被引量:59
  • 2陈木法.谈谈概率论与其他学科的若干交叉[J].数学进展,2005,34(6):661-672. 被引量:11
  • 3Rick Durrett. Probability:Theory and Examples [M].北京:世界图书出版公司,2009.
  • 4http..//www, math. cornell, edu/ durrett/probrep/probrep, html.
  • 5Chen Mufa. Eigenvalues,lnequalities,and Ergodic Theory [M]. London.. Springer-Verlag, 2005.
  • 6Conrey J B. The Riemann hypothesis[J]. Notices of AMS,2003,50(3) :341-353.
  • 7Minlos R A,Trishch A G. Complete spectral decomposition of the generator for one-dimensional Glauber dynamics [J]. Uspekhi Matem Nauk, 1994,49 : 209-211.
  • 8Burkholder D L,Gundy R F,Silverstein M L. A maximal function characterization of the class [J]. Trans Amer Math Soc, 1971,157 .- 137-153.
  • 9Fefferman G,Stein E M. Hp spaces of several variables [J]. Acta Math,1972,129..137-193.
  • 10Maistrov L E. Probability theory A historical sketch [M]. Translated by Samuel Kotz {rom Teoriia veroiatnostei. New York and Londom Academic Press, 1974.

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