Results 61 to 70 of about 284,647 (125)
From Subfactors to Categories and Topology II. The quantum double of tensor categories and subfactors [PDF]
We are concerned with the center (=quantum double) of tensor categories and prove generalizations of several results proven previously for quantum doubles of Hopf algebras. We consider F-linear tensor categories C with simple unit and finitely many isomorphism classes of simple objects. We assume that C is either a *-category (i.e. there is a positive *
arxiv
Effects of Mitomycin C and Thymidine Deprivation on Lysogenic and Sensitive Strains of Bacillus megaterium [PDF]
W. F. Maisch, J. T. Wachsman
openalex +1 more source
The Range of Approximate Unitary Equivalence Classes of Homomorphisms from AH-algebras [PDF]
Let $C$ be a unital AH-algebra and $A$ be a unital simple C*-algebra with tracial rank zero. It has been shown that two unital monomorphisms $\phi, \psi: C\to A$ are approximately unitarily equivalent if and only if $$ [\phi]=[\psi] {\rm in} KL(C,A) and \tau\circ \phi=\tau\circ \psi \tforal \tau\in T(A), $$ where $T(A)$ is the tracial state space of $A.
arxiv
MUTAGENIC EFFECT OF MITOMYCIN C ON MYCOBACTERIUM AND ITS COMBINED EFFECT WITH ULTRAVIOLET IRRADIATION [PDF]
S Tsukamura, Michio Tsukamura
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Realizing Semigroup C*-Algebras As Groupoid C*-Algebras [PDF]
We show that semigroup C*-algebras are groupoid C*-algebras.
arxiv
Tracheal stenosis is an uncommon but known complication of endotracheal intubation and tracheostomy. Surgery is currently the definitive treatment for tracheal stenosis but carries a significantly higher risk for adverse events as it often involves ...
Audra Fuller+3 more
doaj
Effects of Mitomycin C on Macromolecular Synthesis in Escherichia coli [PDF]
Hiromi Suzuki, Wendell W. Kilgore
openalex +1 more source
On the C*-envelope of approximately finite-dimensional operator algebras [PDF]
The C*-envelope of the limit algebra (or limit space) of a contractive regular system of digraph algebras (or digraph spaces) is shown to be an approximately finite C*-algebra and the direct system for the C*-envelope is determined explicitly.
arxiv
On the Realization of quantum gates coming from the Tracy-Singh product [PDF]
The Tracy-Singh product of matrices permits to construct a new gate $c \boxtimes c'$ from two $2$-qudit gates $c$ and $c'$. If $c$ and $c'$ are both Yang-Baxter gates, then $c \boxtimes c'$ is also a Yang-Baxter gate, and if at least one of them is entangling, then $c \boxtimes c'$ is also entangling.
arxiv