一、数学直觉概念的界定简单地说,数学直觉是具有意识的人脑对数学对象(结构及其关系)的某种直接的领悟和洞察。(1)直觉与直观、直感的区别直观与直感都是以真实的事物为对象,通过各种感觉器官直接获得的感觉或感知。例如:等腰三角形的两个底角相等,两个角相等的三角形是等腰三 First, the definition of the concept of mathematical intuition Simply put, mathematical intuition is a direct understanding and insight of the human brain with consciousness on the mathematical object (structure and its relations). (1) The difference between intuition and intuition and intuition. Intuition and intuition are the feelings or perceptions that are obtained directly from real things through various sensory organs. For example: The two base angles of an isosceles triangle are equal, and the triangles with two equal angles are isosceles three.