Source: cirosantilli/lp-space
= Lp space
{wiki}
= $\LP$
{synonym}
{title2}
Integrable functions to the power $p$, usually and in this text assumed under the <Lebesgue integral> because: <Lebesgue integral of \LP is complete but Riemann isn't>
= Lp space
{wiki}
= $\LP$
{synonym}
{title2}
Integrable functions to the power $p$, usually and in this text assumed under the <Lebesgue integral> because: <Lebesgue integral of \LP is complete but Riemann isn't>