activity
19922026
most citedNoncommutative localisation in algebraic K-theory I

52 citations · 187 across the 31 of their papers we have counts for

collaborators

37 papers

math.AG2026

Metrics on triangulated categories and their enhancements

Alberto Canonaco, Amnon Neeman, Paolo Stellari

In this paper we investigate the uniqueness of enhancements of the natural subcategories of weakly approximable triangulated categories. The main idea is to enhance at the level of…

math.AG2025

Strong uniqueness of enhancements for the dual numbers: a case study

Alberto Canonaco, Amnon Neeman, Paolo Stellari

We prove that the bounded and bounded below derived categories of (all) modules over the dual numbers have strongly unique (dg) enhancements. To this end we relate those categories…

math.CT2025

Excellent metrics on triangulated categories, and the involutivity of the map taking to

Amnon Neeman

In the article arXiv:1806.06471 we defined good metrics on triangulated categories, and then studied the construction, that began with a triangulated category togethe…

math.AG2024

Weakly approximable triangulated categories and enhancements: a survey

Alberto Canonaco, Amnon Neeman, Paolo Stellari

This paper surveys some recent results, concerning the intrinsicness of natural subcategories of weakly approximable triangulated categories. We also review the results about uniqu…

math.AG2024

The passage among the subcategories of weakly approximable triangulated categories

Alberto Canonaco, Christian Haesemeyer, Amnon Neeman +1

In this article we prove that all the inclusions between the 'classical' and naturally defined full triangulated subcategories of a weakly approximable triangulated category are in…

math.CT2022

Finite approximations as a tool for studying triangulated categories

Amnon Neeman

Small, finite entities are easier and simpler to manipulate than gigantic, infinite ones. Consequently huge chunks of mathematics are devoted to methods reducing the study of big,…