Compute the adjoint of the volterra operator v and v+v^* what is ran(v+ v^*)
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I want to find the transpose of the Volterra operator
I want to find the transpose of the Volterra operatorVf(x)=∫x0f(t)dt,x∈(0,1)
I want to find the transpose of the Volterra operatorVf(x)=∫x0f(t)dt,x∈(0,1)acting in V:L2(0,1)→V:L2(0,1). The transpose is defined as M′:U′→V′. For Hilbert spaces the transpose is replaced by the adjoint. I would guess that the transpose is also a map M′:L2(0,1)→L2(0,1) Since L2 is self dual. But how do I find the map?
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