Solution Manual Of Complex Analysis Theodore Gamelin
Chapter 1
Complex Numbers And The Complex Plane
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1-1 | Complex Numbers and Their Properties | Exercises | p.7 |
1-2 | Complex Plane | Exercises | p.13 |
1-3 | Polar Form of Complex Numbers | Exercises | p.20 |
1-4 | Powers and Roots | Exercises | p.25 |
1-5 | Sets of Points in the Complex Plane | Exercises | p.31 |
1-6 | Applications | Exercises | p.39 |
Review Quiz | p.43 |
Chapter 2
Complex Functions And Mappings
2-1 | Complex Functions | Exercises | p.52 |
2-2 | Complex Functions as Mappings | Exercises | p.60 |
2-3 | Linear Mappings | Exercises | p.69 |
2-4 | Special Power Functions | Exercises | p.85 |
2-5 | Reciprocal Functions | Exercises | p.93 |
2-6 | Applications | Exercises | p.99 |
Review Quiz | p.100 |
Solution Manual for Complex Analysis Author(s): Theodore W. Gamelin File Specification Extension PDF Pages 719 Size 2.9 MB. We have Best Price Guarantee (see detail). We try to make prices affordable. Contact us to negotiate about price. Do you need sample(s)? Request HERE If you have any questions, contact us here. Related posts: Fundamentals of Complex Analysis – Edward Saff, Arthur.
Chapter 3
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3-1 | Limits and Continuity | Exercises | p.118 |
3-2 | Differentiability and Analyticity | Exercises | p.128 |
3-3 | Cauchy-Riemann Equations | Exercises | p.135 |
3-4 | Harmonic Functions | Exercises | p.140 |
3-5 | Applications | Exercises | p.146 |
Review Quiz | p.148 |
Chapter 4
Elementary Functions
4-1 | Exponential and Logarithmic Functions | Exercises | p.164 |
4-2 | Complex Powers | Exercises | p.170 |
4-3 | Trigonometric and Hyperbolic Functions | Exercises | p.182 |
4-4 | Inverse Trigonometric and Hyperbolic Functions | Exercises | p.189 |
4-5 | Applications | Exercises | p.196 |
Review Quiz | p.198 |
Chapter 5
Integration In The Complex Plane
5-1 | Real Integrals | Exercises | p.207 |
5-2 | Complex Integrals | Exercises | p.216 |
5-3 | Cauchy-Goursat Theorem | Exercises | p.224 |
5-4 | Independence of Path | Exercises | p.231 |
5-5 | Cauchy's Integral Formulas and Their Consequences | Exercises | p.241 |
5-6 | Applications | Exercises | p.252 |
Review Quiz | p.254 |
Chapter 6
Series And Residues
6-1 | Sequences and Series | Exercises | p.266 |
6-2 | Taylor Series | Exercises | p.275 |
6-3 | Laurent Series | Exercises | p.286 |
6-4 | Zeros and Poles | Exercises | p.292 |
6-5 | Residues and Residue Theorem | Exercises | p.300 |
6-6 | Some Consequences of the Residue Theorem | Exercises | p.317 |
6-7 | Applications | Exercises | p.330 |
Review Quiz | p.331 |
Chapter 7
Conformal Mappings
7-1 | Conformal Mappings | Exercises | p.340 |
7-2 | Linear Fractional Transformations | Exercises | p.349 |
7-3 | Schwarz-Christoffel Transformations | Exercises | p.357 |
7-4 | Poisson Integral Formulas | Exercises | p.365 |
7-5 | Applications | Exercises | p.378 |
Review Quiz | p.383 |
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