An alternative axiomization of $N$-pseudospaces
Katrin Tent, Martin Ziegler
TL;DR
This paper introduces a new axiomatization of N-pseudospaces using zigzags and provides a detailed analysis of forking behavior, enhancing understanding of their model-theoretic properties.
Contribution
It offers an alternative axiomatization of N-pseudospaces and a detailed characterization of forking, building on previous foundational work.
Findings
New axiomatization of N-pseudospaces using zigzags
Detailed characterization of forking in N-pseudospaces
Improved understanding of model-theoretic properties
Abstract
We give a new axiomatization of the N-pseudospace, studied in [2] (Tent(2014)) and [1] (Baudisch,Martin-Pizarro,Ziegler(2014)) based on the zigzags introduced in [2]. We also present a more detailed account of the characterization of forking given in [2].
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Taxonomy
TopicsRings, Modules, and Algebras · Fuzzy and Soft Set Theory · Advanced Algebra and Logic