0
$\begingroup$

How can I find the upper bound of $$\left\vert\frac{(c+1/2+\lambda)_{n}}{\lambda^{n}}\right\vert,\quad\text{where}\quad(c+1/2+\lambda)_{n}=\frac{\Gamma(c+1/2+\lambda+n)}{\Gamma(c+1/2+\lambda)}$$ and $\lambda \to \infty$?

  • 0
    [Leo August Pochhammer](http://en.wikipedia.org/wiki/Leo_August_Pochhammer) :)2012-09-11
  • 2
    What kind of upper bound? The limit is 1.2012-09-11
  • 0
    And the ratio decreases to its limit 1.2012-09-11

1 Answers 1