1 citations · 5 across the 8 of their papers we have counts for
8 papers
Cauchy completeness for DG-categories
Branko Nikolić, Ross Street, Giacomo Tendas
We go back to the roots of enriched category theory and study categories enriched in chain complexes; that is, we deal with differential graded categories (DG-categories for short)…
Monoidal centres and groupoid-graded categories
Branko Nikolić, Ross Street
We denote the monoidal bicategory of two-sided modules (also called profunctors, bimodules and distributors) between categories by ; the tensor product is cartesian p…
Note on filtered colimits of Hilbert spaces
Branko Nikolić, Alessandra Di Pierro
The category of Hilbert spaces and contractions has filtered colimits, and tensoring preserves them. We also discuss (problems with) bounded maps.
Strictification tensor product of 2-categories
Branko Nikolić
Given 2-categories and , let denote the 2-category of lax functors, lax natural transformations and modifications…
Comonadic base change for enriched categories
Branko Nikolić, Ross Street
For our concepts of change of base and comonadicity, we work in the general context of the tricategory whose objects are bicategories and whose morph…
Hopf rings for grading and differentials
Branko Nikolić, Ross Street
In the category of abelian groups, Pareigis constructed a Hopf ring whose comodules are differential graded abelian groups. We show that this Hopf ring can be obtained by combining…
Cauchy completeness and causal spaces
Branko Nikolić
Following Lawvere's description of metric spaces using enriched category theory, we introduce a change in the base of enrichment that allows description of some aspects of (relativ…
A Possible Intuitive Derivation of the Kerr Metric in Orthogonal Form Based On Ellipsoidal Metric Ansatz
Branislav D. Nikolić, Milan R. Pantić
In this paper we show that it is possible to derive the Kerr solution in an alternative, intuitive way, based on physical reasoning and starting from an orthogonal metric ansatz ha…