- Homework Statement
I need to show that the operator
Tf(t) := g(t)f(t)
Where g is a function on
-Is boundeed on the space L^2(0,1)
-and to calculate its norm.
- Relevant Equations
- Tf(t) = g(t)f(t)
I don't know how to start to find the bounded condition nor the norm. I thought about finding a maximal norm to show that it is bounded but I don't know how to continue.