Relationship+to+Laplace+Transform+to+other+transform

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Relationship+to+Laplace+Transform+to+other+transform

  1. 1. Relationship to Laplace Transform to othertransform
  2. 2. Relationship to Laplace Transform to other transformposted on: 18 Jan, 2012 | updated on: 28 Jul, 2012Topics Covered in Relationship to Laplace Transform to other transform Fourier Transform | Fourier Transforms Laplace Stieltjes transform | Laplace–Stieltjes transform Mellin Transform | Mellin Transforms Z-Transform | Z-Transformation Borrel Transform | Borrel Transforms Fundamentals Of a relationship | Fundamental relationship
  3. 3. Fourier Transformposted on: 06 Feb, 2012 | updated on: 24 May, 2012 FAQ of Fourier Transform | Fourier Transforms Fourier Transform Triangle Fourier Transform of Coulomb Potential Parseval s Theorem Fourier Transform Fourier Transform Derivative Fourier Transform Equation Laplace–Stieltjes transformposted on: 06 Feb, 2012 | updated on: 24 May, 2012
  4. 4. Mellin Transformposted on: 06 Feb, 2012 | updated on: 24 May, 2012
  5. 5. Solve the Mellin transform function where g(x) = e-x/ 1- e-x = e-x + e-2x +e-3x +…….. and these series are required for Mellin series?Solve the mellin transform of given function where, f(x) = e-x?
  6. 6. Solve the mellin transform of given function where,H(x) = k=1?+? [1/k – 1/(k+x)] = k=1?+?x/k /1+ (x/k) , ?k = 1/k ,µk = 1/k , g(x) = x/(1+x).h(n) = Hn = 1 +1/2 +1/3 +…..+1/n?
  7. 7. Find the value in Mellin transform l(x) =log?(x+1) –?x?
  8. 8. Find the mellin transforms value Lw(x) = n=1?+? e-nx/nw (polylogarithm Liw (z) = n=1?+? zn n-w) w=kis belongs to naturalnumber, ?n = 1/nw , µk = n , g(x) = e-x?
  9. 9. Find the Mellin transform value of given function D(x) = k=1?+? d(k)e-kx where we have given, ?k =d(k) , µk = k , g(x) = e-x andthese values are used in Mellin poly logarithm function?
  10. 10. Z-Transformposted on: 06 Feb, 2012 | updated on: 28 Jul, 2012
  11. 11. FAQ of Z-Transform | Z-Transformation Applications of Z Transform Borrel Transformposted on: 06 Feb, 2012 | updated on: 24 May, 2012 Fundamental relationshipposted on: 06 Feb, 2012 | updated on: 24 May, 2012
  12. 12. Further Read Relationship to Laplace Transform to other transform ExamplesPowered by TCPDF (www.tcpdf.org)

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