-1
$\begingroup$

In mathematics, the gamma function (represented by the capital Greek letter $\Gamma$) is an extension of the factorial function, example: $\Gamma(x)$, $\Gamma(ix)$.

What are the physical properties of gamma function (string theories) ?

  • 3
    This might be a candidate for migration to Physics.SE?2012-09-10
  • 5
    What do you mean by the "physical properties" of a function?2012-09-10
  • 0
    @Thomas Andrews string is a physics theory!. isn't it?!2012-09-10
  • 10
    But what does that have to do with the gamma function? The gamma function is not a physical object, so it does not have physical properties.2012-09-10
  • 1
    " The gamma function is not a physical object, so it does not have physical properties. " This should be the ultimate answer!2012-09-10

2 Answers 2