微积分(第2卷)

所属分类:数学  
出版时间:2004-11   出版时间:世界图书出版社   作者:James Stewart   页数:145  
Tag标签:数学书  

内容概要

The first edition was intended to be a synthesis of reform and traditional approaches to calculus instruction。In this second edition I continue to follow that path by empha- sizing conceptual understanding through visual, numerical, and algebraic approaches。The principal way in which this book differs from my more traditional calculus textbooks is that it is more streamlined。 For instance, there is no complete chapter on techniques of integration;I don't prove as many theorems (see the discussion on rigor on page xi);and the material on transcendental functions and on parametric equations is interwoven throughout the book instead of being treated in separate chapters。Instruc- tors who prefer fuller coverage of traditional calculus topics should look at my books Calculus, Fourth Edition and Calculus: Early Transcendentals, Fourth Edition。 Changes in the Second Edition~ The data in examples and exercises have been updated to be more timely。~ Several new examples have been added。For instance, I added the new Example 1 in Section 5.4 (page 381) because students have a tough time grasping the idea of a function defined by an integral with a variable limit of integration。I think it helps to look at Examples 1 and 2 before considering the Fundamental Theorem of Calculus。

书籍目录

A
Preview
of
Calculus
1
Functions
and
Models
1.1
Four
Ways
to
Represent
a
Function
1.2
Mathematical
Models
1.3
New
Functions
from
Old
Functions
1.4
Graphing
Calculators
and
Computers
1.5
Exponential
Functions
1.6
Inverse
Functions
and
Logarithms
1.7
Parametric
Curves
Laboratory
Project
Running
Circles
around
Circles
Review
Principles
of
Problem
Solving
2
Limits
and
Derivatives
2.1
The
Tangent
and
Velocity
Problems
2.2
The
Limit
of
a
Function
2.3
Calculating
Limits
Using
the
Limit
Laws
2.4
Continuity
2.5
Limits
Involving
Infinity
2.6
Tangents,
Velocities,
and
Other
Rates
of
Change
2.7
Derivatives
Writing
Project:
Early
Methods
for
Finding
Tangents
2.8
The
Derivative
as
a
Function
2.9
Linear
Approximations
2.10
What
Does
f1
Say
about
f?
Review
Focus
on
Problem
Solving
3
Differentiation
Rules
4
Applications
of
Differentiation
5
Integrals6
Applications
of
Integration
7
Differential
Equations
8
Infinite
Sequences
and
Series
9
Vectors
and
the
Geometry
of
Space10
Vector
Functions
11
Partial
Derivatives12
Multiple
Integrals
13
Vector
Calculus
Appendixes
Index

图书封面

图书标签Tags

数学书


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用户评论 (总计25条)

 
 

  •     是正版的calculus,东西不错,就是...内容看不懂
  •     不错的参考书,一、二卷一起发货就更好了。
  •     wonderful, really wonderful, good service
  •     内容是国外的原版,一点也没变,又是适中能接受的价格,很好
  •     书本身还是不错的,就是包装没有薄膜,有点脏,和卷一不一样,不知什么原因。
  •     这是一本不可多得的好书,值得购买
  •     很实用,不错
  •     这是我大学毕业之后,我就不信我征服不了它
  •     但很实用,正在读
  •     大学数学题宗啊!!!,同学都用这个
  •     有难度,听朋友的推荐才买的
  •     建议购买,比在学校书店便宜多了
  •     否则都对不起这本书!加油,书编的很用心
  •     适合处学,这本书不错
  •     例题很经典,难度和课本后的练习差别不是太大。
  •     内容丰富,书虽然出版的较早
  •     对于微积分的初学者来说,与陈纪修的《数学分析》配套
  •     体现了苏联人数学教学的风格。不足之处在于章节后面没有课后习题。,适合数学专业的人
  •     取其精华.,老师推荐我们买这本书
  •     很经典,当当的服务也很好
  •     很好的书,数的质量也不错
  •     我看的最通俗易懂的一本高等数学书,
  •     内容综合好,尤其对于跨专业考研的学生。对于数学爱好者也是以本次好资料!
  •     高等代数的参考书,内容不错。不过都是北京市竞赛
  •     这个版本习题很多,内容挺不错的
 

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