КНИГИ НА АНГЛИЙСКИЙ ЯЗЫКЕ, ИМЕЮЩЕЕ ОТНОШЕНИЕ К СЛОВУ «CLOSABLE»
Поиск случаев использования слова
closable в следующих библиографических источниках. Книги, относящиеся к слову
closable, и краткие выдержки из этих книг для получения представления о контексте использования этого слова в литературе на английский языке.
An operator A is closable if it has the following property: for every sequence (xn)
of elements in T>(A) such that xn - > 0 and Axn - > y for some y € H, we have y = 0
. We define the closure A of a closable operator A to be the operator with ...
John K. Hunter, Bruno Nachtergaele,
2001
2
Operator Algebras: Theory of C*-Algebras and Von Neumann ...
A densely defined operator T on H is closed if its graph F(T) is closed in H x H. A
densely defined operator T is closable (or preclosed) if T has a closed extension,
i.e. if the closure of F(T) is the graph of a (densely defined) operator (called the ...
3
Lectures on Probability Theory and Statistics
A sesquilinear lower bounded form ◦ E is said to be closable if it has a closed
extension E, i.e., E is closed, D(E) ⊃ D( ◦ E) and E = ◦ E on D( ◦ E). Proposition 10
. A sesquilinear lower bounded form ◦ E is closable iff un E → 0, n → ∞ implies ...
Sergio Albeverio, Walter Schachermayer, Michel Talagrand
4
Handbook of Differential Equations:Stationary Partial ...
Let the semibounded forms hj[u] with domains D(hj), j = 1,2, be closable, and let
D(h1) ∩ D(h2) be dense. Then the form h = h1 + h2 with domain D(h1) ∩ D(h2)
is closable. PROOF. Since both forms hj are semibounded, for a sequence uk ...
Michel Chipot, Pavol Quittner,
2005
5
Multivalued Linear Operators
D 11. 5.4 Definition The linear relation T is said to be closable if T is an extension
of T; i.e., if (1) Tx = Tx for all x £ D(T). 11. 5. 5 Proposition. The following
properties are equivalent: (i) T is closable (ii) T(0) = T(0) (iii) TJo(T) is closed.
PROOF.
6
Self-adjoint Extensions in Quantum Mechanics: General Theory ...
Of course, any graph Gf is closable, but the closure Gf may be not a graph. A
counterexample is the operator Of in L2 .0; / defined on the subspace of all
continuous functions and given by Of.x/D.0/sinx: (2.18) This operator is evidently
densely ...
D.M. Gitman, I.V. Tyutin, B.L. Voronov,
2012
7
Spectral Theory and Quantum Mechanics: With an Introduction ...
5.1.2 Closed and closable operators Let us pass to closed operators, by
enlarging the reach of Definition 2.94 to comprehend domains smaller than the
whole space, and thereby introducing new concepts. We remind that if X is
normed, the ...
8
Hilbert Space Methods in Quantum Mechanics
It is seen from the preceding two definitions that each closed operator is closable
and equal to its closure. If A is a closable operator, then its closure A is a closed
operator (hence the closure of the operator A is identical with A). 3 If A is ...
9
Classical Potential Theory and Its Probabilistic Counterpart
If x(-) is a (right closable) martingale, this result applied to .v(-) and — *(•) shows
that the martingale assertion of (a) is true. It will be convenient to prove (c) before
(b). D Proof of (c). Suppose first that x(-) is right closable as a supermartingale.
10
Application and Theory of Petri Nets 1999: 20th ...
For a given closable abstract transition t, we denote by Order(t) the depth of its
minimal closing sequences. The next lemma exhibits a structural property of
some minimal closing sequences. Lemma 10 (Existence of Particular Minimal
Closing ...
Susanna Donatelli, Jetty Kleijn,
1999
НОВОСТИ, В КОТОРЫХ ВСТРЕЧАЕТСЯ ТЕРМИН «CLOSABLE»
Здесь показано, как национальная и международная пресса использует термин
closable в контексте приведенных ниже новостных статей.
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