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Mathematical analysisShowing 1 featured edition. View all 1 editions?
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Table of Contents
1.
VECTOR ANALYSIS
Page 1
1.1.
VECTOR NOTATION
Page 1
1.2.
VECTOR ALGEBRA
Page 3
1.3.
TRIPLE PRODUCT
Page 14
1.4.
LIMIT, CONTINUITY, AND DERIVATIVE OF VECTOR FUNCTIONS
Page 17
1.5.
DIFFERECNTIAL OPERATORS
Page 26
1.6.
HIGHER ORDER OPERATORS
Page 35
1.7.
CURVILEAR COORDINATES
Page 37
1.8.
APPLICATIONS IN GEOMETRY AND PHYSICS
Page 43
2.
LINE AND SURFACE INTEGRALS
Page 53
3.
FUNCTIONS OF COMPLEX VARIABLES
Page 105
4.
IMPROPER INTEGRALS AND INFINITE SERIES
Page 154
5.
INFINITE SERIES IN THE COMPLEX PLANE AND THE THEORY OF RESIDUES
Page 237
6.
FOURIER SERIES AND INTEGRALS
Page 272
7.
THE LAPLACE TRANSFORMATION
Page 302
8.
SPECIAL FUNCTIONS
Page 336
9.
PARTIAL DIFFERENTIAL EQUATIONS
Page 415
10.
COMFORMAL MAPPING
Page 448
11.
CALCULAS OF VARIATIONS
Page 483
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