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Advanced Calculus 
Folland, Gerald B. ¤Ó Pearson
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461page/178*234*24
  • ISBN
9789813137479/9813137479
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  • PREFACE 1 Setting the Stage 1.1 Euclidean Spaces and Vectors 1.2 Subsets of Euclidean Space 1.3 Limits and Continuity 1.4 Sequences 1.5 Completeness 1.6 Compactness 1.7 Connectedness 1.8 Uniform Continuity 2 Differential Calculus 2.1 Differentiability in One Variable 2.2 Differentiability in Several Variables 2.3 The Chain Rule 2.4 The Mean Value Theorem 2.5 Functional Relations and Implicit Functions: A First Look 2.6 Higher-Order Partial Derivatives 2.7 Taylor's Theorem 2.8 Critical Points. 2.9 Extreme Value Problems 2.10 Vector-Valued Functions and Their Derivatives 3 The Implicit Function Theorem and Its Applications 3.1 The Implicit Function Theorem 3.2 Curves in the Plane 3.3 Surfaces and Curves in Space. 3.4 Transformations and Coordinate Systems 3.5 Functional Dependence. 4 Integral Calculus 4.1 Integration on the Line 4.2 Integration in Higher Dimensions 4.3 Multiple Integrals and Iterated Integrals 4.4 Change of Variables for Multiple Integrals. 4.5 Functions Defined by ...
  • Folland, Gerald B. [Àú]
  • Àüü 0°³ÀÇ ±¸¸ÅÈıⰡ ÀÖ½À´Ï´Ù.

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