A concrete co-existential map that is not confluent
Klaas Pieter Hart

TL;DR
This paper provides a concrete example of a co-existential map between continua that demonstrates it is not necessarily confluent, challenging assumptions about their relationship.
Contribution
The paper introduces a specific concrete example of a co-existential map that is not confluent, clarifying the distinction between these concepts.
Findings
Provided a concrete example of a non-confluent co-existential map.
Showed that co-existential maps need not be confluent.
Clarified the relationship between co-existential and confluent maps.
Abstract
We give a concrete example of a co-existential map between continua that is not confluent.
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Taxonomy
TopicsTheology and Philosophy of Evil
