Results 71 to 80 of about 6,101 (197)
Abstract Prior literature on market categories and identities focuses primarily on whether categorical atypicality leads to positive or negative evaluation; however, much less is known about whether the evaluation is accurate or not. While it is important for producers to know if atypicality is penalized or rewarded, audiences are also concerned about ...
Pengfei Wang, Jingjiang Liu
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A Hodge–Tate decomposition with rigid analytic coefficients
Let X be a smooth proper rigid analytic space over a complete algebraically closed field extension K of $\mathbb {Q}_p$ . We establish a Hodge–Tate decomposition for X with G-coefficients, where G is any commutative locally p-divisible rigid group.
Lucas Gerth
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Equivariant Brauer groups and cohomology
Let \(\Gamma\) be a group, \(K\) a \(\Gamma\)-field, i.e., a field on which \(\Gamma\) acts by automorphisms, and \(H^2(\Gamma;K^*)\) the second cohomology group of \(\Gamma\) with coefficients in the multiplicative group \(K^*\) of \(K\) (viewed as a \(\Gamma\)-module).
Cegarra, A.M., Garzón, A.R.
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Summary Little is known about the correlation between subjective perception and objective measures of sleep quality in particular in the oldest‐old. The aim of this study was to perform longitudinal home sleep monitoring in this age group, and to correlate results with self‐reported sleep quality.
Hugo Saner +4 more
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Critical spin chains and loop models with $PSU(n)$ symmetry
Starting with the Ising model, statistical models with global symmetries provide fruitful approaches to interesting physical systems, for example percolation or polymers.
Paul Roux, Jesper Lykke Jacobsen, Sylvain Ribault, Hubert Saleur
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Rational Singularities and the Brauer Group
The authors present two examples of Brauer group calculations. First, they exhibit a local normal two dimensional domain \(R\), which is the local ring of an ordinary double point on a quartic in \(\mathbb{P}^ 3 (\mathbb{C})\) which has trivial divisor class group while its completion has class group of order 2 and the kernel \(B(K/R)\) of the map from
Demeyer, F., Ford, T., Miranda, R.
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Abstract Parallel tracking of distant relations between speech elements, so‐called nonadjacent dependencies (NADs), is crucial in language development but computationally demanding and acquired only in late preschool years. As processing of single NADs is facilitated when dependent elements are perceptually similar, we investigated how phonetic ...
Dimitra‐Maria Kandia +3 more
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On reconstructing finite gauge group from fusion rules
Gauging a finite group 0-form symmetry G of a quantum field theory (QFT) results in a QFT with a Rep(G) symmetry implemented by Wilson lines. The group G determines the fusion of Wilson lines.
Rajath Radhakrishnan
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The Brauer Group of a Cocommutative Coalgebra
Let \(R\) be a cocommutative coalgebra. The authors define the notion of an \(R\)-coalgebra \(D\), and an Azumaya \(R\)-coalgebra. To do this, they develop definitions of the cocenter of a coalgebra, the cocommutator coalgebra of a coalgebra map, and of coseparability of a coalgebra.
Torrecillas, B. +2 more
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ABSTRACT Support for diversity, equity, and inclusion (DEI) is a core public value and central to public administration. Yet, as diversity is realized through shifts in employee representation, organizational norms, and implementation practices, some members of socially privileged groups (e.g., White employees, men) experience discomfort and anxiety in
Ines Jurcevic +2 more
wiley +1 more source

