Let's start a discussion or comparison of Laplace and Fourier transform (based on Physical interpretation, applications, limitations, etc.,)
Please avoide the mathematical formule and expressions.
Ex.
Laplace transform is "generalized form" of Fourier transform
Fourier and Laplace Transforms: These are the most underused tools of humanity. Just think of a move from time to frequency domain. Suddenly, we are looking explicitly at energy. Laplace will tell us the number of energy storage elements. Now, that new landscape of energy is a powerful way to look at social space. Yet, we have hardly done so. Otherwise, yes Fourier is a subset of Laplace. The former lacks the transient component of the latter. Still, appreciate the illuminating power of Fourier.
Good topic. Thanks for raising it.
- Badges
- Science topic
- Similar topics
- Mathematics