TL;DR
This paper introduces a Zariskian analogue of Huber's adic spaces, expanding the framework of adic geometry with a new approach inspired by Zariski topology.
Contribution
The paper develops a novel Zariskian version of adic spaces, providing a new perspective and tools for non-archimedean geometry.
Findings
Defines Zariskian adic spaces and their properties
Establishes foundational results for the new theory
Bridges Zariski topology with adic space concepts
Abstract
We introduce a Zariskian analogue of the theory of Huber's adic spaces.
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