- #1
amirmath
- 8
- 0
Dear friends,
I am interesting to find some functions g satisfying the following convolution inequality
(g[itex]\ast[/itex]v)(t)[itex]\leq[/itex]v(t)
for any positive function v[itex]\in[/itex]L[itex]^{1}[/itex][0,T] and * denotes the convolution between g and v.
I am interesting to find some functions g satisfying the following convolution inequality
(g[itex]\ast[/itex]v)(t)[itex]\leq[/itex]v(t)
for any positive function v[itex]\in[/itex]L[itex]^{1}[/itex][0,T] and * denotes the convolution between g and v.