greek mathematics 中文意思是什麼

greek mathematics 解釋
古希臘數學
  • greek : adj 1 希臘(人)的;希臘語的;希臘式的。2 【宗教】東正教的;希臘正教的。n 1 希臘人;希臘語;具有...
  • mathematics : n 數學。 ★通常作單數用,帶有「計算能力」意義時,作復數用,如: His mathematics are not good 他不...
  1. The roman aurelius cassiodorus rendered a few parts of the greek works on mathematics and astronomy in his own poor version.

    羅馬人AureliusCassiodorus用蹩腳的譯文翻出了一小部分希臘數學和天文學著作。
  2. The roman aurelius cassiodorus rendered a few parts of the greek works on mathematics and astronomy in his own poor version

    羅馬人aurelius cassiodorus用蹩腳的譯文翻出了一小部分希臘數學和天文學著作。
  3. Almost as a corollary to the revival of greek knowledge and values came the revival of interest in mathematics.

    數學興趣的復活幾乎是隨著希臘知識和生活準則的復活一起而來的結果。
  4. Despite its marvelous achivements, greek mathematics was flawed.

    盡管有了不起的成就,希臘數學是有缺陷的。
  5. How could critical mathematicians, well versed in greek mathematics, have been content to operate on a heuristic basis ?

    那些對希臘數學造詣很深的、關于批評的數學家們,怎麼能滿足於在啟發性的基礎上進行工作呢?
  6. In the history of mathematics the greek are the supreme event.

    在數學史上希臘人至高無上。
  7. They did not alter the tenor of greek mathematics or the subsequent impress of greek thought.

    他們未能改變希臘數學的進程或希臘思想對後代的影響。
  8. The subject of the theorems, which today we would describe as maxima and minima problems, was novel in greek mathematics.

    這些定理的主題就是今天所謂的極大極小問題,它在希臘數學里是新穎的。
  9. He rendered a few parts of the greek works on mathematics and astronomy in his own poor version.

    他用蹩腳譯文翻出了一小部分希臘數學和天文著作。
  10. Famous ancient greek mathematician haipa be required to rely on the irrational hughes found that the first mathematical crisis led to the history of mathematics

    著名古希臘數學家海帕修斯依靠反證法對的無理性的發現,導致了數學史上第一次數學危機。
  11. The acropolis shows a maturity of greek mathematics and also an appreciation of geometrical ideas

    雅典衛城顯示了希臘人對數學的精通以及對幾何學的推崇。
  12. Guide for selecting greek letters used as letter symbols for engineering mathematics

    工程數學上選用希臘字母作為字母符號的指南
  13. Hermann weyl ", " without the concepts, methods and results found and developed by previous generations right down to greek antiquity one cannot understand either the aims or the achievements of mathematics in the last fifty years. ",

    如果不知道遠溯古希臘各代前輩所建立和發展的概念,方法和結果,我們就不可能理解近五十年來數學的目標,也不可能理解它的成就.
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