December 30, 2012 
A Special Series Involving Gamma Function
We found a new special series formula in connect with Gamma function Γ(x). For real x,
. The formula can be rewritten in the form , where x < 1/2 or x > 1/2.

August 02, 2012 
A Special Series , where is the digamma function, which is defined as .

July 29, 2012 
Some Special Series
where , and are the Zeta constants.

June 2, 2012 
A Closed Form of Special Value of Gamma Function , where m is a positive integer.

May 20, 2012 
A Special Limit Expression Involving Gamma Function , where x is real.

January 05, 2012 
New Formula of Gamma function Approximation The formula below provides an approximation of the Gamma function, offering a high degree of accuracy for real values of $\mathrm{x:}$
Notes 1. The lefthand side represents the natural logarithm of the Gamma function. 2. In mathematics, the Gamma function is crucial as many other special functions depend on it. Discovering a closedform solution for the Gamma function would significantly enhance the chances of resolving the Riemann Hypothesis. Unfortunately, such a closed form remains unknown. 
