- #1
tanaygupta2000
- 208
- 14
Can anyone help me with the Proof of Parseval Identity for Fourier Sine/Cosine transform :
2/π [integration 0 to ∞] Fs(s)•Gs(s) ds = [integration 0 to ∞] f(x)•g(x) dx
I've successfully proved the Parseval Identity for Complex Fourier Transform, but I'm unable to figure out from where does the term '2/π' comes in the Parseval formula for Fourier Sine and Cosine Transform.
Any help will be appreciated.
Thank You.
2/π [integration 0 to ∞] Fs(s)•Gs(s) ds = [integration 0 to ∞] f(x)•g(x) dx
I've successfully proved the Parseval Identity for Complex Fourier Transform, but I'm unable to figure out from where does the term '2/π' comes in the Parseval formula for Fourier Sine and Cosine Transform.
Any help will be appreciated.
Thank You.