The 4th part introduces two forms of creative thinking in physics, one is diffuse thinking, the other is intuitive thinking.

Converse thinking and intuitive thinking are the two representive ones in Tao Te Ching.

逆反思维与直觉思维是《道德经》中具有代表性的思维方式。

Researchers have been exploring the striking information processing ability of brain, such as the automatic, efficient and intuitive thinking.

心理学研究者一直以来都在探索大脑信息加工方面的惊人能力，如在自动加工和直觉思维等方面。

By above results, feature and speciality in mathematical education about analogical thinking and intuitive thinking and image thinking is discussed.

利用上述结果，讨论了创新思维中类比思维、直觉思维、形象思维的特征及其在数学教育中应用的特点，进一步分析了在数学教育中如何加强创新思维的培养和训练。

Intuitive thinking is a kind of scientific and innovative thinking, which can breakthrough the fixed form of thinking.

直觉思维是一种科学思维，一种创造性思维，可以突破思维定势。

In the article, the author explains the process and meaning of intuitive thinking from the history and actuality.

本文拟从历史和现实两方面着手，说明直觉思维的内容及其重要意义；

The mathematical thinking problem is the center of mathematical education. Mathematical creation is unable to leave intuitive thinking.

数学思维问题是数学教育的核心，数学的创造性离不开直觉思维。

Human thinking falls into four essential types: action thinking, image thinking, logic thinking and intuitive thinking.

人类思维的类型可以分为动作思维、形象思维、逻辑思维和直觉思维四种基本方式；

It acknowledges both subjective and objective thinking and blends analytical with intuitive thinking.

③它认可主观及客观的想法和将分析与直觉判断融为一体；

Xiong intuitive thinking has a great influence on later philosophy.

熊十力的直觉思想对后世哲学的影响很大。

A Probe into the cultivating of intuitive thinking in Mathematics studies

数学直觉思维探索初探数学学习过程中直觉思维的培养

Cognitive research on relationship between logic thinking and intuitive thinking in sport thinking

运动思维中逻辑与直觉关系的认知研究

Historical Transformations of Intuitive Thinking in Chinese Buddhism The History of Taishan Mountain

中国佛教直觉思维的历史演变

On the relationship between intuitive thinking and logical thinking

论直觉思维与逻辑思维的相互关系

Summary: Mathematics intuition thinking is a kind of quick recognition to mathematics object and its structure which stems from brains of human being.

数学直觉思维是人脑对数学对象及其结构的一种迅速的识别。

In the process of experiential teaching, students' incidental perception, intuition thinking and creative thinking are respected and display.

在体验式教学的过程中，学生的附带知觉、直觉思维和创造性思维得到尊重和展示。

In geometry proof, reasoning is important to not merely deduce, intuition thinking also plays a delicate and important role.

在几何论证中，不仅演绎推理是重要的，直觉思维亦起着微妙而重要的作用。

Herewith, cultivation in Physics intuition thinking should be strengthened in the physics education in the middle school.

因此，必须在中学物理教育中加强物理直觉思维的培养。

Maths Intuition Thinking and Training

浅谈数学直觉思维及培养

The essay discussing about the use of maths intuition thinking from six phases in the maths teaching.

文章从六个方面介绍了直觉思维在教学中的运用。

The Intuition Thinking of Pupils about Mathematics

小学生数学直觉思维能力分析