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[E._T._Whittaker,_M.A.]_A_Course_of_Modern_Analysi(Bookos.org).pdf
(11.06 MB, 需要: RMB 19 元)
Part I The Process of Analysis- Complex Numbers
- The Theory of Convergence
- Continuous Functions and Uniform Convergence
- The Theory of Riemann Integration
- The Fundamental Properties of Analytic Functions; Taylor’s, Laurent’s, and Liouville’s Theorems
- The Theory of Residues; Application to the Evaluation of Definite Integrals
- The Expansion of Functions in Infinite Series
- Asymptotic Expansions and Summable Series
- Fourier Series and Trigonometrical Series
- Linear Differential Equations
- Integral Equations
Part II The Transcendental Functions- The Gamma Function
- The Zeta Function of Riemann
- The Hypergeometric Function
- Legendre Functions
- The Confluent Hypergeometric Function
- Bessel Functions
- The Equations of Mathematical Physics
- Mathieu Functions
- Elliptic Functions: General Theorems and the Weierstrassian Functions
- The Theta Functions
- The Jacobian Elliptic Functions
- Ellipsoidal Harmonics and Lamé’s Equation
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