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Whether Achilles Could Catch Up the Turtle
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作者 Zhantao Yang 《Review of Educational Theory》 2018年第3期86-89,共4页
Can a person chase up a turtle? This might sound like a very stupid question. However, this question had been disturbing mathematicians for many centuries. It is possible to solve the paradox of Achilles and the turtl... Can a person chase up a turtle? This might sound like a very stupid question. However, this question had been disturbing mathematicians for many centuries. It is possible to solve the paradox of Achilles and the turtle with only high school knowledge. This is the beauty of calculus, the concept that mathematicians struggled to invent and improve. In more than 2000 years, mathematicians tried different ways to study and invent calculus, and the invention finally led to a revolution in the world of math. 展开更多
关键词 ACHILLES Paradox calculus History newton LEIBNIZ Limit RIEMANN Sum
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例说循环论证之谬误 被引量:3
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作者 杨潍旭 焦振华 张智丰 《高等数学研究》 2012年第4期115-116,共2页
通过两个典型的例子探讨高等数学中循环论证之谬误.对相关错误进行分析,揭示循环论证的隐蔽性,以求引起师生在教学中对此类问题的重视.
关键词 循环论证 重要极限 积分中值定理 牛顿-莱布尼兹公式
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微积分对自然科学发展的影响 被引量:2
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作者 朱玉清 《南都学坛(南阳师专学报)》 2000年第6期118-119,共2页
从微积分的发展历史及各发展阶段数学家对微积分所引起的不同争论 。
关键词 微积分 自然科学发展 理论体系
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