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Multivariable Calculus - Duke University

Multivariable CalculusJerry ShurmanReed CollegeContentsPreface..ix1 Results from One-Variable Calculus .. The Real Number System .. Foundational and Basic Theorems .. Taylor s Theorem .. 6 Part I Multivariable Differential Calculus2 Euclidean Space.. algebra : Vectors .. Geometry: Length and Angle .. Analysis: Continuous Mappings .. Topology: Compact Sets and Continuity .. Review of the One-Variable Derivative .. Summary .. 603 linear Mappings and Their Matrices.. linear Mappings .. Operations on Matrices .. The Inverse of a linear Mapping .. Inhomogeneous linear Equations .. The Determinant: Characterizing Properties and TheirConsequences .. The Determinant: Uniqueness and Existence .. An Explicit Formula for the Inverse .. Geometry of the Determinant: Volume .. Geometry of the Determinant: Orientation.

troducing the requisite algebra, geometry, analysis, and topology of Euclidean space, and the requisite linear algebra,for the calculusto follow. A pedagogical theme of these chapters is that mathematical objects can be better understood from their characterizations than from their constructions. Vector geometry

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  Linear, Calculus, Algebra, Linear algebra, Multivariable, Multivariable calculus

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