Add to ORKGLet Θ be a partial *-algebra endowed with a topology τ that makes it into a locally convex topological vector space Θ[τ]. Then Θ is called a topological partial *-algebra if it satisfies a number of conditions, which all amount to require that the topology T fits with the multiplier structure of Θ. Besides the obvious cases of topological quasi *-algebras and CQ *-algebras, we examine several classes of potential topological partial *-algebras, either function spaces (lattices of Lp spaces on [0,1] or on R, amalgam spaces), or partial *-algebras of operators (operators on a partial inner product space, O*-algebras)
Throughout this chapter 0 0] denotes a unital C*-algebra and τ a locally convex topology on 0. Let 0...
There are examples of C*-algebras A that accept a locally convex *-topology τ coarser than the given...
We continue our study of topological partial *algebras focusing our attention to some basic spectral...
Let \u398 be a partial *-algebra endowed with a topology \u3c4 that makes it into a locally convex t...
Let U be a partial *-algebra endowed with a topology tau that makes it into a locally convex topolog...
A Banach partial ∗-algebra is a locally convex partial ∗-algebra whose total space is a Banach space...
We review the main points in the development of partial *-algebras, at three different levels: (i) ...
The completion A[τ] of a locally convex *-algebra A[τ] with not jointly continuous multiplication is...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach space...
We review the main steps in the development of partial *-algebras. First we discuss the algebraic st...
The completion A[\u3c4] of a locally convex *-algebra A[\u3c4] with not jointly continuous multiplic...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach spac...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach spac...
We continue our study of topological partial *algebras, focusing our attention to the interplay bet...
We continue our study of topological partial *algebras focusing our attention to some basic spectral...
Throughout this chapter 0 0] denotes a unital C*-algebra and τ a locally convex topology on 0. Let 0...
There are examples of C*-algebras A that accept a locally convex *-topology τ coarser than the given...
We continue our study of topological partial *algebras focusing our attention to some basic spectral...
Let \u398 be a partial *-algebra endowed with a topology \u3c4 that makes it into a locally convex t...
Let U be a partial *-algebra endowed with a topology tau that makes it into a locally convex topolog...
A Banach partial ∗-algebra is a locally convex partial ∗-algebra whose total space is a Banach space...
We review the main points in the development of partial *-algebras, at three different levels: (i) ...
The completion A[τ] of a locally convex *-algebra A[τ] with not jointly continuous multiplication is...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach space...
We review the main steps in the development of partial *-algebras. First we discuss the algebraic st...
The completion A[\u3c4] of a locally convex *-algebra A[\u3c4] with not jointly continuous multiplic...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach spac...
A Banach partial *-algebra is a locally convex partial *-algebra whose total space is a Banach spac...
We continue our study of topological partial *algebras, focusing our attention to the interplay bet...
We continue our study of topological partial *algebras focusing our attention to some basic spectral...
Throughout this chapter 0 0] denotes a unital C*-algebra and τ a locally convex topology on 0. Let 0...
There are examples of C*-algebras A that accept a locally convex *-topology τ coarser than the given...
We continue our study of topological partial *algebras focusing our attention to some basic spectral...