Sequential order under CH
Chiara Baldovino

TL;DR
This paper constructs compact sequential spaces of any sequential order up to as quotient spaces of under the Continuum Hypothesis, revisiting and completing previous work.
Contribution
It provides a method to build all such spaces of any sequential order up to as quotients of eta under CH, extending prior results.
Findings
Successfully constructs spaces of all sequential orders up to
Completes the classification of such spaces under CH
Builds on and finalizes previous work by Bakirov
Abstract
Revisiting and completing a work due to A. I. Ba\v{s}kirov, we construct compact sequential spaces of any sequential order up to and including as quotient spaces of under CH.
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Taxonomy
TopicsFormal Methods in Verification · Advanced Algebra and Logic · Advanced Database Systems and Queries
