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We show that any bounded, prime, non-self-adjoint linear operator with a rank-one imaginary part acting on some finite-dimensional (respectively separable infinite-dimensional Hilbert space) is unitarily equivalent to a finite (respectively semi-infinite) non-self-adjoint Jacobi matrix.
For simplicity, let η be a probability measure on ((mathbb{R}^{6},mathcal{B}(mathbb{R}^{6}))) (in general η can degenerate on some lower dimensional space).
Let U be a unitary operator defined on some infinite-dimensional complex Hilbert space H.
We prove the existence result in some general domain by minimizing on some infinite-dimensional Finsler manifold for some suitable perturbation of the critical nonlinearity when the dimension of domain is larger than critical one.
We test T-splines on some elementary two-dimensional and three-dimensional fluid and structural analysis problems and attain good results in all cases.
There are plenty of works on one-dimensional BSDE.
The protein profiles were similar on one-dimensional gels for all tested peanut genotypes.
Moody's downgrading was "based on a one-dimensional judgment," Goldman , Sachssaid in one report.
–Create a key for representing your area's landform features on a one-dimensional page.
They flourish and fail on a one-dimensional plane of avarice, contemptuous of common decency.
We suppose that the forward equation depends on some unknown finite-dimensional parameter.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com