Be $E=[0,\infty]$ and $1\leq p\leq \infty$, Exhibit a function $f$ that $f\in \mathcal{L}^p$ and $f\notin \mathcal{L}^q$ when $q \neq p$
I try with simple functions but i dont know if are lebesgue integrable or dont
Be $E=[0,\infty]$ and $1\leq p\leq \infty$, Exhibit a function $f$ that $f\in \mathcal{L}^p$ and $f\notin \mathcal{L}^q$ when $q \neq p$
I try with simple functions but i dont know if are lebesgue integrable or dont