数值方法在高等数学中的应用  

The Application of Numerical Methods to Higher Mathematics

作　　者：王兰[1] 孔令华[1] 涂四利[1] 

机构地区：[1]江西师范大学数学与信息科学学院,江西南昌330022

出　　处：《大学数学》2014年第A01期9-13,共5页College Mathematics

基　　金：江西省及江西师范大学大学教学改革项目(JXJG-09-2-28);国家自然基金(11301234;11271171);江西省自然基金(20142BCB23009)

摘　　要：高等数学是大学生的一门必修课程,是一切自然科学的基础,因其抽象而比较难学,学生感觉枯燥乏味.相反,数值方法是一门求解问题近似解的学科,使问题具体化、直观化.本文主要探讨一些数值方法如何应用到高等数学中,使抽象的高等数学具体形象易懂.这将大大提高学生学习高等数学的积极性,为后续专业课程的学习奠定良好的理论基础.Higher mathematics is a compulsory subject for undergraduates. It is also the basis of all natural science. It is very difficult to study because of its abstractness. On the contrary, computational method is a subject which looks for an approximate solution for mathematical problems. It makes issues concrete and visible. In this letter, it will explore the application of computational methods to higher mathematics which makes it more concrete and understandable. This will greatly enhance the interest of students to higher mathematics so that it provides students with a sound theoretical basis for later academic courses.

关 键 词：数值方法 高等数学 近似计算 应用 

分 类 号：O13[理学—数学]