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Exact(56)
Let be a linear operator,.
Let T be a linear operator.
Let T be a linear operator in a Banach space.
Let (A:Xto Y) be a linear operator.
Let (A D(A)rightarrow X) be a linear operator.
Let B : E → E be a linear operator.
Let F, F ˜ be Banach lattices and let T : F → F ˜ be a linear operator.
Similar(4)
The linearity of both (mathcal{T}) and P implies that A is a linear operator.
Instead, it is a linear operator, a special kind of function.
where is a linear operator,.
Then L is a linear operator.
More suggestions(15)
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