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高等數(shù)學(xué) 版權(quán)信息
- ISBN:9787030480453
- 條形碼:9787030480453 ; 978-7-03-048045-3
- 裝幀:一般膠版紙
- 冊(cè)數(shù):暫無(wú)
- 重量:暫無(wú)
- 所屬分類(lèi):>>
高等數(shù)學(xué) 內(nèi)容簡(jiǎn)介
本書(shū)分上、下兩冊(cè)出版, 上冊(cè)共七章, 著重介紹醫(yī)院微積分學(xué)的基礎(chǔ)理論知識(shí), 內(nèi)容包括函數(shù)、極限、函數(shù)連續(xù)性, 導(dǎo)數(shù)、微分及其應(yīng)用等 ; 下冊(cè)共六章, 著重介紹多元微分學(xué)的基礎(chǔ)理論知識(shí), 內(nèi)容包括無(wú)窮級(jí)數(shù)、向量代數(shù)與空間解析幾何, 多元函數(shù)、極限及其連續(xù)性等。
高等數(shù)學(xué) 目錄
Chapter 1 Preliminaries
1.1 Some Set Theory Notation for the Study of Calculus
1.1.1 Definition of Set
1.1.2 Descriptions of set
1.1.3 Set Operations
1,1.4 Interval
1.1.5 Neighbourhood
1.2 The Rectangular Coordinate System
1.2.1 Cartesian Coordinates
1.2.2 Distance Formula
1.2.3 The Equation of a Circle
1.3 The Straight Line
1.3.1 The Slope of a Line
1.3.2 The Equation of a Line
1.4 Graphs of Equations
1.4.1 The Graphing Procedure
1.4.2 Symmetry of a Graph
1.4.3 Intercepts
1.4.4 Problems for Chapter 1
Chapter 2 Functions and Limits
2.1 Functions
2.1.1 Definition of Function
2.1.2 Properties of Functions
2.1.3 Operations on Functions
2.1.4 Elementary Functions
2.1.5 Problems for Section 2.1
2.2 Limits
2.2.1 Introduction to Limits
2.2.2 Definition of Limit
2.2.3 Operations on Limits
2.2.4 Limits at Infinity and Infinite Limits
2.2.5 Infinitely Small Quantity (or Infinitesimal)
2.2.6 Problems for Section 2.2
2.3 Continuity of Functions
2.3.1 Definition of Continuity
2.3.2 Continuity under Function Operations
2.3.3 Continuity of Elementary Functions
2.3.4 Intermediate Value Theorem
2.3.5 Problems for Section 2.3
2.4 Chapter Review
2.4.1 Drills
2.4.2 Sample Test Problems
Chapter 3 Differentiation
3.1 Derivatives
3.1.1 Two Problems with One Theme
3.1.2 Definition
3.1.3 Rules for Finding Derivatives
3.1.4 Problems for Section 3.1
3.2 Higher-Order Derivatives
3.2.1 Definition
3.2.2 Sum, Difference and Product Rules
3.2.3 Problems for Section 3.2
3.3 Implicit Differentiation
3.3.1 Guidelines for implicit Differentiation
3.3.2 Related Rates
3.3.3 Problems for Section 3.3
3.4 Differentials and Approximations
3.4.1 Definition of Differential
3.4.2 Differential Rules
……
Chapter 4 Applications of Differentiation
Chapter 5 Indefinite Integrals
Chapter 6 Definite Integrals
Chapter 7 Applications of Integration
Chapter 8 Infinite Series
Chapter 9 Geometry in Space and Vectors
Chapter 10 Derivatives for Functions of Two or More Variables
Chapter 11 Multiple Integrals
Chapter 12 Vector Calculus
Chapter 13 Differential Equations
References
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