@article {10.3844/jmssp.2008.181.185,
article_type = {journal},
title = {Proof of Bernhard Riemann's Functional Equation using Gamma Function},
author = {Zacharie, Mbaïtiga},
volume = {4},
year = {2008},
month = {Sep},
pages = {181-185},
doi = {10.3844/jmssp.2008.181.185},
url = {https://thescipub.com/abstract/jmssp.2008.181.185},
abstract = {This study shows the use of gamma function to prove the Riemann functional equation. Two approaches had been used to solve this problem: first the value of t in the definition of the gamma function had been changed to pi nu x if only if sigma is greater than zero in the complex plane. Secondly, the Poisson summation formula is used to show that zeta has a simple pole at s = 1 with residue 1, we had found that Riemann zeta function depended intimately on properties of gamma function, which was a new gate for solving complex problems related to zeta function. },
journal = {Journal of Mathematics and Statistics},
publisher = {Science Publications}
}