Transformation of the extended Gamma function   $\Gamma^{2,0}_{0,2}[(b,x)]$ with applications to astrophysical thermonuclear   functions
  Two representations of the extended gamma functions $\Gamma^{2,0}_{0,2}[(b,x)]$ are proved. These representations are exploited to find a transformation relation between two Fox's $H$-functions. These results are used to solve Fox's $H$-function in terms of Meijer's $G$-function for certain values of the parameters. A closed form representation of the kernel of the Bessel type integral transform is also proved. 
M. Aslam Chaudhry (King Fahd University, Saudi Arabia)