Abstract Compact quantum groups can be studied by investigating their representation categories in analogy to the Schur–Weyl/Tannaka–Krein approach. For special class of (unitary) “easy” groups, these arise from a combinatorial structure: rows two-colored points form objects, partitions two such morphisms. Vertical/horizontal concatenation and reflection give composition, monoidal product invol...

The literature of home telehealth technology recommends that systems be designed to minimize their obtrusiveness to end users. However, this term is neither explicitly defined nor consistently used. This paper presents a definition of the concept of obtrusiveness. Within this definition, twenty-two categories of what may be perceived as obtrusive in home telehealth technology are proposed based...

abstract: background and aim: resin cements are used widely in restorative dentistry regardless of their biocompatibility. the aim of this study was to compare the cytotoxicity of two categories of dental cements consisting of three chemically set cements (fuji i, fuji plus and harvard) and two dual curing cements (biscem and duo-link) by use of mtt assay. materials and methods: in this experim...

We construct an A?-structure of the Fukaya category explicitly for any flat symplectic two-torus. The structure constants non-transversal A?-products are obtained as derivatives those transversal A?-products.

Within the framework of unitary easy quantum groups, we study an analogue Brauer's Schur-Weyl approach to representation theory orthogonal group. We consider concrete combinatorial categories whose morphisms are formed by partitions finite sets into disjoint subsets cardinality two; points these colored black or white. These correspond “half-liberated easy” interpolations between group and Wang...