I am attempting to solve the limit which involves the Reimann Function zeta
Lim [(zeta(1-z)zeta(1-zc))/(zeta(z)zeta(zc))]=1
as z tends to get closer to a root of the Reimann Function Zeta written here as zeta.
Here zc in the equation means the conjugate of the complex number z.
Using Riemann's functional equation for zeta(1-z), the limit you propose reduces to another one involving only Euler's gamma and the sine functions...
Omran Kouba thank you very very much for the help. Sir, can you please tell me the name of the article or book from where you have taken the screenshot. I shall then get to study more about Reimann function then.
Dear Sourangshu Ghosh ,
I just typeset my answer for you, and I am glad that it looked like it was taken from a book, maybe it will be from the book I will write in the future.
- Badges
- Science topic
- Similar topics
- Mathematics