Examples of using Linear functionals in English and their translations into Italian
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Medicine
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Ecclesiastic
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Computer
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Official/political
In the field of analysis, the definition is in terms of linear functionals.
An important theorem about continuous linear functionals on normed vector spaces is the Hahn-Banach theorem.
and others developed the umbral calculus by means of linear functionals on spaces of polynomials.
By definition, the continuous linear functionals in the norm topology are the same as those in the weak
can be expressed in terms of continuous linear functionals on the space of continuous functions with compact support.
The bidual consists of all continuous linear functionals h: X′→ F{\displaystyle h:
consisting of all continuous linear functionals from H into the field R{\displaystyle\mathbb{R}} or C{\displaystyle\mathbb{C.
It consists of all continuous linear functionals h: X β′→ F{\displaystyle h:
and only consider the measures that correspond to positive linear functionals on the space of continuous functions with compact support
and it also shows that there are"enough" continuous linear functionals defined on every normed vector space to make
which consists of all continuous linear functionals f: X→ F{\displaystyle f:
In R"n", if vectors are represented as column vectors, then linear functionals are represented as row vectors,
A linear functional is continuous if and only if its kernel is closed.
The linear functional must be bounded before you apply Riesz representation.
In linear algebra, a linear functional or linear form(also called a one-form or covector)
As a distribution, the Dirac delta is a linear functional on the space of test functions
In finite dimensions, every linear functional is continuous, so the continuous dual is the same as the algebraic dual, although this is not true in infinite dimensions.
a one-form on a vector space is the same as a linear functional on the space.
sends each point x to a linear functional d f( x,⋅){\displaystyle dfx.
A state is a continuous linear functional on the Poisson algebra(equipped with some suitable topology)
whose restriction to each fibre is a linear functional on the tangent space.
Gaussian measure if, for every linear functional L∈ E∗ except L 0,
is a continuous linear functional on X′{\displaystyle X'},
Linear functional analysis.
Is the accellenza with smart appliances Miele, linear, functional and sileziosi.
Hotel bedrooms with a young, cosy feel, fitted with linear, functional and multi-coloured furnishing.
integration theory based on the concept of continuous linear functional on a topological vector space, developed by Nicolas Bourbaki and his school: it is also the one adopted by and by.