After the phase which was dominated by the foundationalism of philosophy of mathematics, the fallibilism and quasi-empiricism became popular at the second half of 20th century.
数学基础主义之后，批判理性主义和经验主义成为某些数学哲学家热衷的选择。
Taxila and Nalanda, among the greatest universities of the ancient world, produced the earliest works of philosophy, mathematics, astronomy, medicine, economics and technology.
在这个古老的文明社会最伟大的大学中，塔克西拉和纳兰达创作出了最早的哲学、数学、天文学、医学、经济学和应用科学著作。
The majority of teachers and students agree with the educational significance of algorithm and educational philosophy of relative algorithm in the mathematics curriculum standard of ordinary high school.
笔者以湘潭市一中、宁乡县实验中学、玉潭中学的部分师生为调查对象，通过对调查结果分析研究发现，高中数学新课程中算法部分的内容和要求在实施中还是很成功的，广大师生认同算法的教育意义，赞同《课标》中有关算法的教育理念。
These are (1) denying the relationship between sense and existence, (2) doing not accord with the law of causality, (3) imaging the universe using deductive method of mathematics, (4) propagating the super distance effect which do not need time, (5) using wrong philosophy and physics concepts, (6) studying the origin of the universe, (7) departing from axiomatic system, (8) denying the definitions of basic physical quantities.
主要表现为：否定感觉与实在的关系、不讲因果律、用数学演绎方法臆想宇宙、宣传不需要时间的超距作用、哲学和物理概念错误、研究宇宙起源、脱离了公理化理论体系，否定基本物理量的定义等。
Courses include: Art, music, English, classical literature, language and literature, philosophy, religion, ordinary people Man of science, economics, political science, area studies, history, anthropology, psychology, sociology, biology, chemistry, physics, geology, mathematics, business, education, engineering, electrical science, mechanics, art and science of architecture science, forestry, nursing, law, medicine, and.190 year 10851 students, teachers 2504 people.
开设课程有：美术、音乐、英语、古典文学、语言和文学、哲学、宗教、普通人文科学、经济、政治学、地区研究、历史、人类学、心理学、社会学、生物学、化学、物理地质学、数学、商业、教育、工程学、电气科学、机械学、艺术和科学建筑学、林学、护理、法律、医学等。190年学生10851人，教师2504人。
Of or relating to Gottfried Wilhelm Leibniz or to his mathematics or philosophy.
属于或关于戈特弗里德·威廉·莱布尼兹或他的数学、哲学理论的。
Has served as the University of London and Harvard University professor of applied mathematics and philosophy Professor.
先后担任伦敦大学和哈佛大学的应用数学教授和哲学教授。
The most important development in mathematical logic for the philosophy of mathematics was Godel's proof that any axiomatic system powerful enough to formalise arithmetic will be incomplete in the sense that there will be truths which are not provable within the system.
数理逻辑中最重要的数学哲学的发展是哥德尔的证明，任何公理系统足够强大以正式算术将在这个意义上不完全会有真理不属于系统内证明的。
Zeno's paradox and blad man paradox, stemming from ancient Greece, have raised a universal and persistent controversy in range of philosophy, logic, mathematics and physics etc.
古希腊时代产生的芝诺悖论和秃头悖论，引发了哲学、逻辑、数学和物理等领域的学者们广泛而持久的讨论。
In P. Benacerraf and H. Putnam Readings in the Philosophy of Mathematics.
在体育贝纳塞拉夫和普特南，在数学哲学读。
D. Hilbert'On the infinite'in P. Benacerraf and H. Putnam Readings in the Philosophy of Mathematics.
希尔伯特，'论无限'的体育贝纳塞拉夫和普特南，在数学哲学读。
Hulme was a student of mathematics and philosophy; he had been involved in the setting up of the Club in 1908 and was its first secretary.
休姆是一个学生的数学和哲学，他曾参与成立俱乐部于1908年，是其第一书记。
They became especially proficient in medicine, mathematics, and philosophy, for the study of which they erected in every part of their domain schools and libraries.
他们尤其精通医学，数学和哲学，为研究它们竖立在每个部分，其域学校和图书馆。
They were fighting, albeit discreetly, to open the intellectual world to the new science and to liberate intellectual life from ecclesiastical philosophy and envisioned their work as contributing to the growth, not of philosophy, but of research in mathematics and physics.
但是，最近在所有返三类劢物身上，对鳍肢癿骨骼结极所存在癿绅致兔合点癿収现趍以削弱返样一种企图，卲把表面上癿近似作为趋合迕化所致癿结果来将其解释掉。
This paper deals elementally with some views concerning the integration of philosophy into fuzzy mathematics.
本文主要浅谈模糊数学与哲学相结合的一些看法。
Historical Understanding: Understands the impact and achievements of the Hellenistic period e. g., major lasting achievements of Hellenistic art, mathematics, science, philosophy, and political thought; the impact of Hellenism on Indian art; how architecture in West Asia after the conquests of Alexander reflected Greek and Macedonian influence
历史性的理解：理解古希腊时期成就及影响（如，主要艺术成就，数学，科学，哲学和政治思想；对印度艺术的影响，在亚里山大征服后西亚的建筑折射出希腊和马其顿人的影响
Architectonics, a subject with a long history, has formed the architectural science, which is a subcategory of interdisciplinary involving mathematics, natural science, philosophy and sociology.
建筑学是一门历史悠久的学科，至今已经发展成为一个介于数学、自然科学与哲学、社会科学之间的交叉学科门类&建筑科学。
Prof Sen, who is irreligious, said the Buddhist foundation would create international faculties across the full spectrum of learning, including philosophy, mathematics, medicine and information technology, and would be able to open facilities within two years.
无宗教信仰的森教授表示，这座佛教基地将建立一支涵盖哲学、数学、医学和信息技术等各领域学识的教师队伍，2年内将可开始运营。
A New Interpretation of the Copernican Revolution in View of the Philosophy of Mathematics
哥白尼革命的另一种解读&从数学哲学的角度看
The ideological root of De Stijl is Holland's idealistic philosophy, abstract concept of mysterious world from late cubism painting structure, and Mathieu H J Schoenomaekers Plastic Mathematics.
风格派运动的思想，根源于荷兰理想主义哲学和随后期立体派绘画结构概念而来的抽象式神秘宇宙观以及舒恩梅克“造型数学”理论。