Some articles on operators, compact operator, compact, compact operators, operator:
Compact Operator On Hilbert Space - Some General Properties
... Let H be a Hilbert space, L(H) be the bounded operators on H ... T ∈ L(H) is a compact operator if the image of each bounded set under T is relatively compact ... We list some general properties of compact operators ...
... Let H be a Hilbert space, L(H) be the bounded operators on H ... T ∈ L(H) is a compact operator if the image of each bounded set under T is relatively compact ... We list some general properties of compact operators ...
Spectral Theory Of Compact Operators - Compact Operators - Operators With Compact Power
... If B is an operator on a Banach space X such that Bn is compact for some n, then the theorem proven above also holds for B ...
... If B is an operator on a Banach space X such that Bn is compact for some n, then the theorem proven above also holds for B ...
Multiplier Algebra - Definition
... For instance, if A is the compact operators K(H) on a separable Hilbert space, then each x ∈ B(H) defines a double centralizer of A by simply multiplication from the left and right ... compact) operators on E M(A) can be identified via a *-homomorphism of A into B(E) ... similar to the above lemma is true The C*-algebra A is isomorphic to the compact operators on the Hilbert module A ...
... For instance, if A is the compact operators K(H) on a separable Hilbert space, then each x ∈ B(H) defines a double centralizer of A by simply multiplication from the left and right ... compact) operators on E M(A) can be identified via a *-homomorphism of A into B(E) ... similar to the above lemma is true The C*-algebra A is isomorphic to the compact operators on the Hilbert module A ...
Examples - C*-algebras of Compact Operators
... The algebra K(H) of compact operators on H is a norm closed subalgebra of B(H) ... Concrete C*-algebras of compact operators admit a characterization similar to Wedderburn's theorem for finite dimensional C*-algebras ...
... The algebra K(H) of compact operators on H is a norm closed subalgebra of B(H) ... Concrete C*-algebras of compact operators admit a characterization similar to Wedderburn's theorem for finite dimensional C*-algebras ...
Famous quotes containing the word compact:
“The worst enemy of truth and freedom in our society is the compact majority. Yes, the damned, compact, liberal majority.”
—Henrik Ibsen (18281906)
Main Site Subjects
Related Subjects
Related Phrases
Related Words