Newbetuts
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New posts in operator-algebras
In how far are CCR and GCR C*-algebras interesting?
operator-algebras
c-star-algebras
C$^*$-algebras: When is there equality in the triangle inequality?
functional-analysis
normed-spaces
operator-algebras
c-star-algebras
Correspondence between maximal ideals and multiplicative functionals of a non unital, commutative Banach algebra.
functional-analysis
operator-algebras
banach-algebras
Are AFD factors weak closures of an increasing family of full matrix algebras?
operator-algebras
von-neumann-algebras
irreducible implies the commutant consists of multiples of identity?
representation-theory
operator-algebras
spectral-theory
c-star-algebras
$C^*$-homomorphisms and compact $T_2$ spaces
abstract-algebra
functional-analysis
operator-theory
operator-algebras
spectral-theory
Isomorphic matrix algebras with non-isomorphic C*-algebras
functional-analysis
operator-algebras
c-star-algebras
Extension of trace preserving $*$-homomorphisms on dense subalgebras of von Neumann algebras.
functional-analysis
operator-algebras
c-star-algebras
von-neumann-algebras
Unitary equivalence between two representations
functional-analysis
operator-algebras
c-star-algebras
Norms of linear maps
linear-algebra
matrices
functional-analysis
operator-theory
operator-algebras
Matrices with entries in $C^*$-algebra
functional-analysis
c-star-algebras
operator-algebras
Renorming $\mathcal{B}(\mathcal{H})$?
functional-analysis
banach-spaces
operator-theory
operator-algebras
von-neumann-algebras
Why does exponentiating the derivative yield the shift operator?
calculus
operator-theory
lie-groups
lie-algebras
operator-algebras
$(a\otimes b)^z = a^z \otimes b^z$ for elements in a $C^*$-algebra and $z\in \mathbb{C}$.
complex-analysis
operator-theory
tensor-products
operator-algebras
c-star-algebras
Operator topologies on $L^{\infty}(X,\mu )$
functional-analysis
measure-theory
operator-theory
operator-algebras
What is the motivation for Murray-von Neumann equivalence
operator-algebras
c-star-algebras
von-neumann-algebras
Double dual of the space $C[0,1]$
functional-analysis
operator-theory
operator-algebras
Why call this a spectral projection?
analysis
functional-analysis
operator-theory
operator-algebras
How can I show that given a norm one linear functional on $c_0$ that there is a unique extension to a norm one functional on $\ell_\infty$?
functional-analysis
operator-theory
operator-algebras
reference for operator algebra
functional-analysis
reference-request
operator-algebras
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