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内在理性的英文

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  • internal rationality

例句与用法

  • Probability theory thinking is an internal rational activity in which the human brain interacts with the research object of probability theory and understands the contents of probability theory according to the general law of thinking
    摘要概率论思维是人脑和概率论研究对象交互作用并按照一般思维规律认识概率论内容的内在理性活动。
  • The methodological beauty and the logical beauty of conic section reflect the internal rational beauty ; 3 . the beauty of mathematics in conic section reveals the new value in internal knowledge structure of textbooks . moreover , the application of the beauty of mathematics in high school math teaching is also discussed from the following four points of view : the pursuit of conciseness , the construction of symmetry , the utilization of unity and the discovery of uniqueness
    首先,以圆锥曲线教学为案例来挖掘中学数学教学中的数学美,具体从三个层次探讨圆锥曲线语言之美,是数学美的外在形式美具体展现;圆锥曲线方法美、逻辑美,是深层次数学美的内在理性美的反映;在圆锥曲线的教学过程中,利用其数学美处理教材,揭示内在知识结构的新价值;其次,提出数学美在中学数学学习中的具体案例运用,并具体从追求简洁性、构造对称性、利用统一性和发现奇异性四个方面来举例探讨。
  • Chapter two focuses on the basic characteristics of the beauty of mathematics and its gradation which lays the theoretical foundation for the beauty of mathematics . the basic characteristics can be summarized as conciseness , symmetry , uniqueness and unity and the connotation , the manifestation and the ideology of each characteristic are analyzed in detail . in addition , the beauty of mathematics is divided into three levels in the sequence from exterior to interior and from junior to senior , i . e . , external formal beauty , internal rational beauty and creative beauty
    第一部分包括前二章:第一章探究了美与数学美的概念,提出了“美和数学美”的定义,分析了其实质与内涵;第二章着重论述了数学美的基本特征及其层次划分,将数学美的基本特征概括为简洁性、对称性、统一性和奇异性,详细分析了每个特征的内涵和表现形式,最后从外到内、低到高将数学美划分为外在形式美、内在理性美和创造美三个层次,奠定了数学美的理论基础。
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