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The inverse Laplace transformation F (s) is the integral of Bromwich (or of Bromwich-Mellin or even of Riemann-Fourier), which is a complex integer. It is the function f (t) defined by L {f (t)} = F (s) where L is the transform of Laplace
SOLVE THE INVERSE TRANSFORM LAPLACE WITH SYMLAB
Notebook Symlab. Notebook area where user can save solutions and notes
SOLVE THE INVERSE TRANSFORM WITH WOLFRAM ALPHA
SOLVE INVERSE TRANSFORM OF 1/(S^2+1) with Mathematica in Wolfram Alpha
troverete altro materiale nel corso di Teoria dei sistemi:
http://www.ielettronica.it/materia_24-teoria_dei_sistemi.htm