… another class of triangulated categories and lay bare the … an application of ‘relative tensor
triangular geometry’ and not … to the author, tensor structure on the categories we consider and …

… action recognition from 3D skeleton sequences, which precedes an exposition of our two
kernel formulations for describing actions, followed by their tensor … Higher Order Singular Value …

… The motivating application was to give a classification of the localizing subcategories of
certain singularity categories. The details of this application can be found in [39]. As an …

… if this is done, we can try to find a model for this large singularity category. … singularity
category could be obtained by lifting the quotient D co ( R ) / D ( R ) to the world of model categories…

… We call S(X) the singularity category of X. The … Rather than working only with tensor
triangulated categories we consider actions of such categories on other triangulated categories. …

… The method proposed in this paper employs tensors to perform action classification from a
… Just as a matrix can be factorized using a Singular Value Decomposition (SVD), a tensor …

… in such a category one can define a projective action of the … about flat connections with
regular singularities (mostly due to … local systems with regular singularities on the moduli spaces …

… tensor algebra of two G-graded algebras. For any two G-graded algebras A and B, we define
a G-grading on the tensor … Since the action of Γk on M from the left commutes with that of Λk …

… the embedding of DG-categories, but rather differs from it in that the tensor product with the
… N of degree n are defined as homogeneous maps supercommuting with the action of B; ie, f .…

… A tensor product categorification is an abelian category with a categorical action of a Kac–Moody …
Next, we show that tensor product categorifications give a categorical realization of …