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  Contents
 
Chapter 1 Ordinary differential equations
   
 
Chapter 2 Fourier series and Fourier transform
   
 
Chapter 3 Laplace transforms
   
 
Chapter 4 Series soluion: method of Frobenius
   
 
Chapter 5 Partial differential equations
   
 
Chapter 6 Bessel functions and Legendre polynomials
   
 
Chapter 7 Applications
   
 
Chapter 8 Green’s function
   
 
Chapter 9 Integral transforms