- #1
Avaro667
- 52
- 8
Hey everyone .
So I've started reading in depth Fourier transforms , trying to understand what they really are(i was familiar with them,but as a tool mostly) . The connection of FT and linear algebra is the least mind blowing for me ! It really changed the way I'm thinking !
So i was wondering whether it could be possible to go even further and decompose a signal or function f(x) ,if you prefer, using elliptic trigonometric functions like Sn,Cn . Has anyone heard of such thing before ? I tried to search it myself but i didn't find anything relevant . I would be really interested knowing possible applications or even discovering more cool connections and meanings . Any thoughts on the subject will be much appreciated,thank you!
So I've started reading in depth Fourier transforms , trying to understand what they really are(i was familiar with them,but as a tool mostly) . The connection of FT and linear algebra is the least mind blowing for me ! It really changed the way I'm thinking !
So i was wondering whether it could be possible to go even further and decompose a signal or function f(x) ,if you prefer, using elliptic trigonometric functions like Sn,Cn . Has anyone heard of such thing before ? I tried to search it myself but i didn't find anything relevant . I would be really interested knowing possible applications or even discovering more cool connections and meanings . Any thoughts on the subject will be much appreciated,thank you!