Examples of 'linear operators' in a sentence
Meaning of "linear operators"
linear operators - These are mathematical functions that operate on other functions to produce new functions
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- plural of linear operator
How to use "linear operators" in a sentence
Basic
Advanced
linear operators
Linear operators and the inner product.
Theory of continuous linear operators and functionals.
Many integral transforms are bounded linear operators.
Such linear operators are said to be isospectral.
A short introduction to the perturbation theory of linear operators.
Linear operators are ubiquitous in the theory of quantum mechanics.
Linear functions and linear operators.
Linear operators and matrix representations.
Now we define the following two linear operators.
Linear operators preserving stability.
The most common kind of operator encountered are linear operators.
Linear operators on vector spaces.
Perturbation theory of linear operators.
Linear operators on unitary spaces.
Computation of the spectrum and resolvent of bounded linear operators.
See also
Linear operators acting on bras.
Application of the theory of linear operators to solving linear integral equations.
Linear operators acting on kets.
It makes sense to ask which linear operators on a given space are closed.
By an ideal we mean a class that is stable under the composition with linear operators.
Classes of linear operators.
The findings in this dissertation include basic spectral properties of real linear operators.
The importance of linear operators is partially because they are morphisms between vector spaces.
This paper deals with some classes of bounded linear operators on Hilbert spaces.
The theory of linear operators enables the physicist to think about the atom.
In this context, they are also referred to as linear operators.
And the linear operators acting upon these spaces and respecting these structures in a suitable sense.
Dynamics are also described by linear operators on the Hilbert space.
Closed linear operators are a class of linear operators on Banach spaces.
This dissertation studies real linear operators on complex Hilbert spaces.
Linear operators on Hilbert spaces.
The morphisms are linear operators between Hilbert spaces.
Other such questions are compactness or weak-compactness of linear operators.
Theory of linear operators in Hilbert space.
An infinite-dimensional domain may have discontinuous linear operators.
Bounded linear operators in Banach spaces.
In technical language, integral calculus studies two related linear operators.
In general,, can be decomposed as where are linear operators and are nonlinear operators.
Linear operators also play a great role in the infinite-dimensional case.
In more technical words, linear operators are morphisms between vector spaces.
Hybrid morphological / linear neural networks combine morphological with linear operators.
This is the generalization to linear operators of the row space, or coimage, of a matrix.
Linear operators in linear normalized spaces, in Lebesque spaces.
Because of this property, the continuous linear operators are also known as bounded operators.
These non-linear operators are in practice used less than the linear operators.
In quantum mechanics, physical observables are represented mathematically by linear operators on Hilbert spaces.
In finite-dimensional case linear operators can be represented by matrices in the following way.
To obtain the desired result, we employ the method of C 0 semigroups of linear operators.
In a sense, the linear operators are not continuous because the space has " holes.
The spectral theorem for compact self-adjoint linear operators in Hilbert spaces.
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