|
1.5.11 Integral Transforms
Laplace transforms.
This computes a Laplace transform.
In[1]:= LaplaceTransform[t^3 Exp[a t], t, s]
Out[1]= 
Here is the inverse transform.
In[2]:= InverseLaplaceTransform[%, s, t]
Out[2]= 
Fourier transforms.
This computes a Fourier transform.
In[3]:= FourierTransform[t^4 Exp[-t^2], t, w]
Out[3]= 
Here is the inverse transform.
In[4]:= InverseFourierTransform[%, w, t]
Out[4]= 
Note that in the scientific and technical literature many different conventions are used for defining Fourier transforms. Section 3.8.3 describes the setup in Mathematica.
THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT. SEE THE DOCUMENTATION CENTER FOR THE LATEST INFORMATION. | 
