Reasonable triangulated categories have filtered enhancements
George Ciprian Modoi

TL;DR
This paper proves that triangulated categories arising from stable derivators possess filtered enhancements, confirming a conjecture and advancing the understanding of their structural properties.
Contribution
It establishes that all triangulated categories from stable derivators have filtered enhancements, resolving a previously open conjecture.
Findings
Triangulated categories from stable derivators have filtered enhancements
Affirmative answer to the conjecture in [3]
Advances the structural understanding of triangulated categories
Abstract
We prove that a triangulated category which is the underlying category of a stable derivator has a filtered enhancement, providing an affirmative answer to a conjecture in [3].
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