0-Dimensional Ideal Approximation Theory
H.Y. Zhu, X.H. Fu, I. Herzog, K. Schlegel

TL;DR
This paper introduces axioms for 0-dimensional ideal approximation theory and demonstrates that extriangulated categories fulfill these axioms, establishing a new connection in category theory.
Contribution
It formulates axioms for 0-dimensional ideal approximation theory and shows that extriangulated categories satisfy these axioms, linking these concepts.
Findings
Extriangulated categories satisfy the proposed axioms.
The axioms define a framework for 0-dimensional ideal approximation.
The work bridges ideal approximation theory with extriangulated categories.
Abstract
We propose axioms for 0-dimensional ideal approximation theory and note that extriangulated categories satisfy these axioms.
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Taxonomy
TopicsAdvanced Numerical Analysis Techniques
