3
$\begingroup$

I was wondering if there is a set of algebraic "rules" for finding primitives of Lebesgue integrals as there is one for finding primitives of Riemann integrals. I.e. for $x^{n}$ the primitive is $\frac{x^{n+1}}{n+1} + C_{0}$ in the Riemann world first presented in school. Are there similar rules for working with Lebesgue integrable functions that would allow to compute the primitives of more functions (that is, functions that would not be Riemann integrable)?

  • 0
    @Leonid. Thanks! That makes sense.2012-05-24

0 Answers 0