Young's convolution inequality
= Young's convolution inequality
{c}
{wiki}
If $1\leq p,q,r\leq\infty$ satisfy $1+1/r=1/p+1/q$, then
$$
\lVert f*g\rVert_r\leq\lVert f\rVert_p\lVert g\rVert_q.
$$
= Young convolution inequality
{c}
{synonym}
= Young's convolution inequality
{c}
{wiki}
If $1\leq p,q,r\leq\infty$ satisfy $1+1/r=1/p+1/q$, then
$$
\lVert f*g\rVert_r\leq\lVert f\rVert_p\lVert g\rVert_q.
$$
= Young convolution inequality
{c}
{synonym}