Results 91 to 100 of about 1,796,989 (277)
Centers of graded fusion categories [PDF]
Algebra Number Theory 3 (2009), no. 8, 959-990, 2009 Let C be a fusion category faithfully graded by a finite group G and let D be the trivial component of this grading. The center Z(C) of C is shown to be canonically equivalent to a G-equivariantization of the relative center Z_D(C). We use this result to obtain a criterion for C to be group-theoretical and apply it to Tambara-Yamagami fusion categories.
arxiv
Module Eilenberg-Watts calculus [PDF]
arXiv, 2020 The categorical formulation of the Eilenberg-Watts calculus relates, for any pair of finite categories M and N, the finite categories Fun^{le}(N,M) and Fun^{re}(N,M) of linear left or right exact functors and the Deligne product \bar N \boxtimes M by adjoint equivalences. We establish a variant of this calculus for the case that the finite categories M
arxiv
Surfaceome: a new era in the discovery of immune evasion mechanisms of circulating tumor cells
Molecular Oncology, EarlyView.In the era of immunotherapies, many patients either do not respond or eventually develop resistance. We propose to pave the way for proteomic analysis of surface‐expressed proteins called surfaceome, of circulating tumor cells. This approach seeks to identify immune evasion mechanisms and discover potential therapeutic targets. Circulating tumor cells (
Doryan Masmoudi +3 more
wiley +1 more source
Del “instante” y la categoría de lo posible/On the “instant” and thecategory of possibility
ETD: Educação Temática Digital, 2010 El objeto de este escrito es mostrar posibles articulaciones entre la categoría del instante (Kierkegaard) y algunos aspectos de la teoría de Lacan. Mi reflexión se centrará, principalmente, en los conceptos de “instante”, “angustia” y “mirada”.
Marianella Lorenzo
doaj
Homotopy and duality in non-Abelian lattice gauge theory
, 2003 We propose an approach of lattice gauge theory based on a homotopic interpretation of its degrees of freedom. The basic idea is to dress the plaquettes of the lattice to view them as elementary homotopies between nearby paths.
Attal, Romain
core +3 more sources
Equivariant categories from categorical group actions on monoidal categories [PDF]
arXiv, 2013 G-equivariant modular categories provide the input for a standard method to construct 3d homotopy field theories. Virelizier constructed a G-equivariant category from the action of a group G on a Hopf algebra H by Hopf algebra automorphisms. The neutral component of his category is the Drinfeld center of the category of H-modules.
arxiv
Molecular Oncology, EarlyView.In this explorative biomarker analysis, we assessed serial sampling of circulating tumor cells (CTCs) with CellSearch in two randomized trials testing immune checkpoint inhibitors (ICIs) in metastatic breast cancer. Our data demonstrate a prognostic potential of CTCs, most apparent 4 weeks into ICI therapy.
Nikolai Kragøe Andresen +13 more
wiley +1 more source
An institutional history. Note on the Center of Hispanic-American Letters-CELEHIS
Estudios de Teoría Literaria, 2016 The note summarizes the origin and development of CELEHIS (Center of Hispanic American Literature), an agency of the Faculty of Humanities, UNMdP. This institutional area dedicated to research arises at the beginning of the democratic opening (1984) and ...
Elisa Calabrese
doaj
, 2014 We study the representation theory of the invariant subalgebra of the Weyl algebra under a torus action, which we call a "hypertoric enveloping algebra." We define an analogue of BGG category O for this algebra, and identify it with a certain category of
Braden, Tom +3 more
core
Drinfeld centers for bicategories [PDF]
Doc. Math. 20 (2015) 707-735, 2014 We generalize Drinfeld's notion of the center of a tensor category to bicategories. In this generality, we present a spectral sequence to compute the basic invariants of Drinfeld centers: the abelian monoid of isomorphism classes of objects, and the abelian automorphism group of its identity object.
arxiv