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2 votes
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Invariant linear manifolds for multiplication by the independent variable in L^2 (R)

In general I am trying to determine when the self-adjoint operator $M$ of multiplication by the independent variable in $L^2 (\mathbb{R})$ has a symmetric restriction to a dense linear manifold (non-...
rtwmartin's user avatar
1 vote
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Reference request - Fourier multiplier of vector valued function

I would like to understand the concept of multiplier for vector valued functions and find appropriate references for the multiplier theorems out there. For instance say that we would like to express $\...
Rundasice's user avatar
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1 vote
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Maximal domain of an unbounded linear operator in a weighted Hilbert-space

Let's consider the following (unbounded) linear operator. (So called transport operator in some context.) $$ \mathrm{T}: \mathcal{H} \supset \mathcal{D}(\mathrm{T}) \to \mathcal{H} , f \mapsto \mathrm{...
kumquat's user avatar
  • 185